Chapter V: Part 5

The chemist has made the wine industry reasonably independent of climatic conditions; he has enabled it to produce substantially the same wine, year in and year out, no matter what the weather; he has reduced the spoilage from 25 per cent. to 0.46 per cent. of the total; he has increased the shipping radius of the goods and has made preservatives unnecessary. In the copper industry he has learned and has taught how to make operations so constant and so continuous that in the manufacture of blister copper valuations are less than $1.00 apart on every $10,000 worth of product and in refined copper the valuations of the product do not differ by more than $1.00 in every $50,000 worth of product. The quality of output is maintained constant within microscopic differences. Without the chemist the corn-products industry would never have arisen and in 1914 this industry consumed as much corn as was grown in that year by the nine states of Maine, New Hampshire, Vermont, Massachusetts, Rhode Island, Connecticut, New York, New Jersey and Delaware combined; this amount is equal to the entire production of the state of North Carolina and about 80 per cent. of the production of each of the states of Georgia, Michigan and Wisconsin; the chemist has produced over 100 useful commercial products from corn, which, without him, would never have been produced. In the asphalt industry the chemist has taught how to lay a road surface that will always be good, and he has learned and taught how to construct a suitable road surface for different conditions of service. In the cottonseed oil industry, the chemist standardized methods of production, reduced losses, increased yields, made new use of wastes and by-products, and has added somewhere between $10 and $12 to the value of each bale of cotton grown. In the cement industry, the chemist has ascertained new ingredients, has utilized theretofore waste products for this purpose, has reduced the waste heaps of many industries and made them his starting material; he has standardized methods of manufacture, introduced methods of chemical control and has insured constancy and permanency of quality and quantity of output. In the sugar industry, the chemist has been active for so long a time that "the memory of man runneth not to the contrary." The sugar industry without the chemist is unthinkable. The Welsbach mantle is distinctly a chemist's invention and its successful and economical manufacture depends largely upon chemical methods. It would be difficult to give a just estimate of the economic effect of this device upon illumination, so great and valuable is it. In the textile industry, he has substituted uniform, rational, well-thought out and simple methods of treatment of all the various textile fabrics and fibers where mystery, empiricism, "rule-of-thumb" and their accompanying uncertainties reigned. In the fertilizer industry, it was the chemist who learned and who taught how to make our immense beds of phosphate rock useful and serviceable to man in the enrichment of the soil; he has taught how to make waste products of other industries useful and available for fertilization and he has shown how to make the gas works contribute to the fertility of the soil. In the soda industry, the chemist can successfully claim that he has founded it, developed it and brought it to its present state of perfection and utility, but not without the help of other technical men; the fundamental ideas were and are chemical. In the leather industry, the chemist has given us all of the modern methods of mineral tanning, and without them the modern leather industry is unthinkable. In the case of vegetable-tanned leather he has also stepped in, standardized the quality of incoming material and of outgoing product. In the flour industry the chemist has learned and taught how to select the proper grain for specific purposes, to standardize the product, and how to make flour available for certain specific culinary and food purposes. In the brewing industry, the chemist has standardized the methods of determining the quality of incoming material and of outgoing products, and has assisted in the development of a product of a quality far beyond that obtaining prior to his entry into that industry. In the preservation of foods, the chemist made the fundamental discoveries; up to twenty years ago, however, he took little or no part in the commercial operations, but now is almost indispensable to commercial success. In the water supply of cities, the chemist has put certainty in the place of uncertainty; he has learned and has shown how, by chemical methods of treatment and control, raw water of varying quality can be made to yield potable water of substantially uniform composition and quality. The celluloid industry and the nitro-cellulose industry owe their very existence and much of their development to the chemist. In the glass industry the chemist has learned and taught how to prepare glasses suitable for the widest ranges of uses and to control the quality and quantity of the output. In the pulp and paper industry, the chemist made the fundamental observations, inventions and operations and to-day he is in control of all the operations of the plant itself; to the chemist also is due the cheap production of many of the materials entering into this industry, as well as the increased and expanding market for the product itself.

Sufficient has been presented to show that certain industries of the United States have been elevated by an infusion of scientific spirit through the medium of the chemist, and that manufacturing, at one time entirely a matter of empirical judgment and individual skill, is more and more becoming a system of scientific processes. The result is that American manufacturers are growing increasingly appreciative of scientific research, and are depending upon industrial researchers--"those who catalyze raw materials by brains"--as their pathfinders. It is now appropriate to consider just how industrialists are taking advantage of the universities and the products of these.

THE METHODS EMPLOYED IN THE ATTACK OF INDUSTRIAL PROBLEMS[2]

[2] See also Bacon, Science, N. S., 40 (1914), 871.

When an industry has problems requiring solution, these problems can be attacked either inside or outside of the plant. If the policy of the industrialist is that all problems are to be investigated only within the establishment, a research laboratory must be provided for the plant or for the company. At present, in the United States, probably not more than one hundred chemical manufacturing establishments have research laboratories or employ research chemists, although at least five companies are spending over $100,000 per year in research. In Germany, and perhaps also in England, such research laboratories in connection with chemical industries have been much more common. The great laboratories of the Badische Anilin und Soda Fabrik and of the Elberfeld Company are striking examples of the importance attached to such research work in Germany, and it would be difficult to adduce any stronger argument in support of its value than the marvelous achievements of these great firms.

A frequent difficulty encountered in the employment of researchers or in the establishment of a research laboratory, is that many manufacturers have been unable to grasp the importance of such work, or know how to treat the men in charge so as to secure the best results. The industrialist may not even fully understand just what is the cause of his manufacturing losses or to whom to turn for aid. If he eventually engages a researcher, he is sometimes likely to regard him as a sort of master of mysteries who should be able to accomplish wonders, and, if he can not see definite results in the course of a few months, is occasionally apt to consider the investment a bad one and to regard researchers, as a class, as a useless lot. It has not been unusual for the chemist to be told to remain in his laboratory, and not to go in or about the works, and he must also face the natural opposition of workmen to any innovations, and reckon with the jealousies of foremen and of various officials.

From the standpoint of the manufacturer, one decided advantage of the policy of having all problems worked out within the plant is that the results secured are not divulged, but are stored away in the laboratory archives and become part of the assets and working capital of the corporation which has paid for them; and it is usually not until patent applications are filed that this knowledge, generally only partially and imperfectly, becomes publicly known. When it is not deemed necessary to take out patents, such knowledge is often permanently buried.

In this matter of the dissemination of knowledge concerning industrial practice, it must be evident to all that there is but little cooperation between manufacturers and the universities. Manufacturers, and especially chemical manufacturers, have been quite naturally opposed to publishing any discoveries made in their plants, since "knowledge is power" in manufacturing as elsewhere, and new knowledge gained in the laboratories of a company may often very properly be regarded as among the most valuable assets of the concern. The universities and the scientific societies, on the other hand, exist for the diffusion of knowledge, and from their standpoint the great disadvantage of the above policy is this concealment of knowledge, for it results in a serious retardation of the general growth and development of science in its broader aspects, and renders it much more difficult for the universities to train men properly for such industries, since all the text-books and general knowledge available would in all probability be far behind the actual manufacturing practice. Fortunately, the policy of industrial secrecy is becoming more generally regarded in the light of reason, and there is a growing inclination among manufacturers to disclose the details of investigations, which, according to tradition, would be carefully guarded. These manufacturers appreciate the facts that public interest in chemical achievements is stimulating to further fruitful research, that helpful suggestions and information may come from other investigators upon the publication of any results, and that the exchange of knowledge prevents many costly repetitions.

INDUSTRIAL FELLOWSHIPS

If the manufacturer elects to refer his problem to the university or technical school--and because of the facilities for research to be had in certain institutions, industrialists are following this plan in constantly increasing numbers--such reference may take the form of an industrial fellowship and much has been said and may be said in favor of these fellowships. They allow the donor to keep secret for three years the results secured, after which they may be published with the donor's permission. They also secure to him patent rights. They give highly specialized training to properly qualified men, and often secure for them permanent positions and shares in the profits of their discoveries. It should be obvious at the outset that a fellowship of this character can be successful only when there are close confidential relations obtaining between the manufacturer and the officer in charge of the research; for no such cooperation can be really effective unless based upon a thorough mutual familiarity with the conditions and an abiding faith in the integrity and sincerity of purpose of each other. It is likely to prove a poor investment for a manufacturer to seek the aid of an investigator if he is unwilling to take such expert into his confidence and to familiarize him with all the local and other factors which enter into the problem from a manufacturing standpoint.

THE MELLON INSTITUTE OF INDUSTRIAL RESEARCH[3]

[3] For a detailed description of the Mellon Institute and its work, see Bacon and Hamor, J. Ind. Eng. Chem., 7 (1915), 326-48.

According to the system of industrial research in operation at the Mellon Institute of Industrial Research of the University of Pittsburgh, which is not, in any sense of the word, a commercial institution, a manufacturer having a problem requiring solution may become the donor of a fellowship; the said manufacturer provides the salary of the researcher selected to conduct the investigation desired, the institute furnishing such facilities as are necessary for the conduct of the work.

The money paid in to found a fellowship is paid over by the institute in salary to the investigator doing the work. In every case, this researcher is most carefully selected for the problem in hand. The institute supplies free laboratory space and the use of all ordinary chemicals and equipment. The chemist or engineer who is studying the problem works under the immediate supervision of men who are thoroughly trained and experienced in conducting industrial research.

At the present time, the Mellon Institute, which, while an integral part of the University of Pittsburgh, has its own endowment, is expending over $150,000 annually for salaries and maintenance. A manufacturer secures for a small expenditure--just sufficient to pay the salary of the fellow, as the man engaged on the investigation is called--all the benefits of an organization of this size, and many have availed themselves of the advantages, twenty-eight companies maintaining fellowships at the present time.

Each fellow has the benefit of the institute's very excellent apparatus, chemical and library equipment--facilities which are so essential in modern research; and because of these opportunities and that of being able to pursue post-graduate work for higher degrees, it has been demonstrated that a higher type of researcher can be obtained by the institute for a certain remuneration than can be generally secured by manufacturers themselves. There is a scarcity of men gifted with the genius for research, and it requires much experience in selecting suitable men and in training them to the desirable degree of efficiency, after having determined the special qualities required. Important qualifications in industrial researchers are keenness, inspiration and confidence; these are often unconsidered by manufacturers, who in endeavoring to select, say, a research chemist, are likely to regard every chemist as a qualified scientific scout.

All researches conducted at the Mellon Institute are surrounded with the necessary secrecy, and any and all discoveries made by the fellow during the term of his fellowship become the property of the donor.

When the Mellon Institute moved into its $350,000 home in February, 1915, the industrial fellowship system in operation therein passed out of its experimental stage. During the years of its development no inherent sign of weakness on the part of any one of its constituent factors appeared; in fact, the results of the fellowships have been uniformly successful. While problems have been presented by companies which, upon preliminary investigation, have proved to be so difficult as to be practically impossible of solution, there have been so many other problems confronting these companies that important ones were found which lent themselves to solution; and often the companies did not realize, until after investigations were started, just what the exact nature of their problems was and just what improvements and savings could be made in their manufacturing processes.

Fellowships at the Mellon Institute are constantly increasing in the amounts subscribed by industrialists for their maintenance and, as well, in their importance. The renewal, year after year, of such fellowships, as those on baking, petroleum and ores, goes to show the confidence which industrialists have in the Mellon Institute. Again, the large sums of money which are being spent by companies in bringing small unit plants to develop the processes which have been worked out in the laboratory, demonstrate that practical results are being secured.

Where there have been sympathy and hearty cooperation between the Mellon Institute and the company concerned, the institute has been able to push through to a successful conclusion large scale experiments in the factory of the company, which in the beginning of the fellowship seemed almost impossible: it may be said that the results of the fellowships at the Mellon Institute indicate that a form of service to industry has been established, the possibilities of which no man can say.

A FEW CLASSIC UNKNOWNS IN MATHEMATICS

BY PROFESSOR G. A. MILLER

UNIVERSITY OF ILLINOIS

KING HIERO is said to have remarked, in view of the marvelous mechanical devices of Archimedes, that he would henceforth doubt nothing that had been asserted by Archimedes. This spirit of unbounded confidence in those who have exhibited unusual mathematical ability is still extant. Even our large city papers sometimes speak of a mathematical genius who could solve every mathematical problem that was proposed to him. The numerous unexpected and far-reaching results contained in the elementary mathematical text-books, and the ease with which the skilful mathematics teachers often cleared away what appeared to be great difficulties to the students have filled many with a kind of awe for unusual mathematical ability.

In recent years the unbounded confidence in mathematical results has been somewhat shaken by a wave of mathematical skepticism which gained momentum through some of the popular writings of H. Poincare and Bertrand Russell. As instances of expressions which might at first tend to diminish such confidence we may refer to Poincare's contention that geometrical axioms are conventions guided by experimental facts and limited by the necessity to avoid all contradictions, and to Russell's statement that "mathematics may be defined as the subject in which we never know what we are talking about nor whether what we are saying is true."

The mathematical skepticism which such statements may awaken is usually mitigated by reflection, since it soon appears that philosophical difficulties abound in all domains of knowledge, and that mathematical results continue to inspire relatively the highest degrees of confidence. The unknowns in mathematics to which we aim to direct attention here are not of this philosophical type but relate to questions of the most simple nature. It is perhaps unfortunate that in the teaching of elementary mathematics the unknowns receive so little attention. In fact, it seems to be customary to direct no attention whatever to the unsolved mathematical difficulties until the students begin to specialize in mathematics in the colleges or universities.

One of the earliest opportunities to impress on the student the fact that mathematical knowledge is very limited in certain directions presents itself in connection with the study of prime numbers. Among the small prime numbers there appear many which differ only by 2. For instance, 3 and 5, 5 and 7, 11 and 13, 17 and 19, 29 and 31, constitute such pairs of prime numbers. The question arises whether there is a limit to such pairs of primes, or whether beyond each such pair of prime numbers there must exist another such pair.

This question can be understood by all and might at first appear to be easy to answer, yet no one has succeeded up to the present time in finding which of the two possible answers is correct. It is interesting to note that in 1911 E. Poincare transmitted a note written by M. Merlin to the Paris Academy of Sciences in which a theorem was announced from which its author deduced that there actually is an infinite number of such prime number pairs, but this result has not been accepted because no definite proof of the theorem in question was produced.

Another unanswered question which can be understood by all is whether every even number is the sum of two prime numbers. It is very easy to verify that each one of the small even numbers is the sum of a pair of prime numbers, if we include unity among the prime numbers; and, in 1742, C. Goldbach expressed the theorem, without proof, that every possible even number is actually the sum of at least one pair of prime numbers. Hence this theorem is known as Goldbach's theorem, but no one has as yet succeeded in either proving or disproving it.

Although the proof or the disproof of such theorems may not appear to be of great consequence, yet the interdependence of mathematical theorems is most marvelous, and the mathematical investigator is attracted by such difficulties of long standing. These particular difficulties are mentioned here mainly because they seem to be among the simplest illustrations of the fact that mathematics is teeming with classic unknowns as well as with knowns. By classic unknowns we mean here those things which are not yet known to any one, but which have been objects of study on the part of mathematicians for some time. As our elementary mathematical text-books usually confine themselves to an exposition of what has been fully established, and hence is known, the average educated man is led to believe too frequently that modern mathematical investigations relate entirely to things which lie far beyond his training.

It seems very unfortunate that there should be, on the part of educated people, a feeling of total isolation from the investigations in any important field of knowledge. The modern mathematical investigator seems to be in special danger of isolation, and this may be unavoidable in many cases, but it can be materially lessened by directing attention to some of the unsolved mathematical problems which can be most easily understood. Moreover, these unsolved problems should have an educational value since they serve to exhibit boundaries of modern scientific achievements, and hence they throw some light on the extent of these achievements in certain directions.

Both of the given instances of unanswered classic questions relate to prime numbers. As an instance of one which does not relate to prime numbers we may refer to the question whether there exists an odd perfect number. A perfect number is a natural number which is equal to the sum of its aliquot parts. Thus 6 is perfect because it is equal to 1 + 2 + 3, and 28 is perfect because it is equal to 1 + 2 + 4 + 7 + 14. Euclid stated a formula which gives all the even perfect numbers, but no one has ever succeeded in proving either the existence or the non-existence of an odd perfect number. A considerable number of properties of odd perfect numbers are known in case such numbers exist.

In fact, a very noted professor in Berlin University developed a series of properties of odd perfect numbers in his lectures on the theory of numbers, and then followed these developments with the statement that it is not known whether any such numbers exist. This raises the interesting philosophical question whether one can know things about what is not known to exist; but the main interest from our present point of view relates to the fact that the meaning of odd perfect number is so very elementary that all can easily grasp it, and yet no one has ever succeeded in proving either the existence or the non-existence of such numbers.

It would not be difficult to increase greatly the number of the given illustrations of unsolved questions relating directly to the natural numbers. In fact, the well-known greater Fermat theorem is a question of this type, which does not appear more important intrinsically than many others but has received unusual attention in recent years on account of a very large prize offered for its solution. In view of the fact that those who have become interested in this theorem often experience difficulty in finding the desired information in any English publication, we proceed to give some details about this theorem and the offered prize. The following is a free translation of a part of the announcement made in regard to this prize by the Konigliche Gesellschaft der Wissenschaften, Gottingen, Germany:

On the basis of the bequest left to us by the deceased Dr. Paul Wolskehl, of Darmstadt, a prize of 100,000 mk., in words, one hundred thousand marks, is hereby offered to the one who will first succeed to produce a proof of the great Fermat theorem. Dr. Wolfskehl remarks in his will that Fermat had maintained that the equation

x <superscript Greek 1> + y <superscript Greek 1> = z <superscript Greek 1>

could not be satisfied by integers whenever <Greek l> is an odd prime number. This Fermat theorem is to be proved either generally in the sense of Fermat, or, in supplementing the investigations by Kummer, published in Crelle's Journal, volume 40, it is to be proved for all values of <Grrek 1> for which it is actually true. For further literature consult Hibert's report on the theory of algebraic number realms, published in volume 4 of the Jahreshericht der Deutschen Mathernatiker-Vereinigung, and volume 1 of the Encyklopadie der mathematischen Wissenschaften.

The prize is offered under the following more particular conditions.

The Konigliche Gesellschaft der Wissenschaften in Gottingen decides independently on the question to whom the prize shall be awarded. Manuscripts intended to compete for the prize will not be received, but, in awarding the prize only such mathematical papers will be considered as have appeared either in the regular periodicals or have been published in the form of monographs or books which were for sale in the book-stores. The Gesellschaft leaves it to the option of the author of such a paper to send to it about five printed copies.

Among the additional stipulations it may be of interest to note that the prize will not be awarded before at least two years have elapsed since the first publication of the paper which is adjudged as worthy of the prize. In the meantime the mathematicians of various countries are invited to express their opinion as regards the correctness of this paper. The secretary of the Gesellschaft will write to the person to whom the prize is awarded and will also publish in various places the fact that the award has been made. If the prize has not been awarded before September 13, 2007, no further applications will be considered.

While this prize is open to the people of all countries it has become especially well known in Germany, and hundreds of Germans from a very noted university professor of mathematics to engineers, pastors, teachers, students, bankers, officers, etc., have published supposed proofs. These publications are frequently very brief, covering only a few pages, and usually they disclose the fact that the author had no idea in regard to the real nature of the problem or the meaning of a mathematical proof. In a few cases the authors were fully aware of the requirements but were misled by errors in their work. Although the prize was formally announced more than seven years ago no paper has as yet been adjudged as fulfilling the conditions.

It may be of interest to note in this connection that a mathematical proof implies a marshalling of mathematical results, or accepted assumptions, in such a manner that the thing to be proved is a NECESSARY consequence. The non-mathematician is often inclined to think that if he makes statements which can not be successfully refuted he has carried his point. In mathematics such statements have no real significance in an attempted proof. Unknowns must be labeled as such and must retain these labels until they become knowns in view of the conditions which they can be proved to satisfy. The pure mathematician accepts only necessary conclusions with the exception that basal postulates have to be assumed by common agreement.

The mathematical subject in which the student usually has to contend most frequently with unknowns at the beginning of his studies is the history of mathematics. The ancient Greeks had already attempted to trace the development of every known concept, but the work along this line appears still in its infancy. Even the development of our common numerals is surrounded with many perplexing questions, as may be seen by consulting the little volume entitled "The Hindu-Arabic Numerals," by D. E. Smith and L. C. Karpinski.

The few mathematical unknowns explicitly noted above may suffice to illustrate the fact that the path of the mathematical student often leads around difficulties which are left behind. Sometimes the later developments have enabled the mathematicians to overcome some of these difficulties which had stood in the way for more than a thousand years. This was done, for instance, by Gauss when he found a necessary and sufficient condition that a regular polygon of a prime number of sides can be constructed by elementary methods. It was also done by Hermite, Lindemann and others by proving that epsilon and rho are transcendental numbers. While such obstructions are thus being gradually removed some of the most ancient ones still remain, and new ones are rising rapidly in view of modern developments along the lines of least resistance.

These obstructions have different effects on different people. Some fix their attention almost wholly on them and are thus impressed by the lack of progress in mathematics, while others overlook them almost entirely and fix their attention on the routes into new fields which avoid these difficulties. A correct view of mathematics seems to be the one which looks at both, receiving inspiration from the real advances but not forgetting the desirability of making the developments as continuous as possible. At any rate the average educated man ought to know that there is no mathematician who is able to solve all the mathematical questions which could be proposed even by those having only slight attainments along this line.

THE ABORIGINAL ROCK-STENCILLINGS OF NEW SOUTH WALES

BY DR. CHAS. B. DAVENPORT

COLD SPRING HARBOR, N. Y.

IN a number of places in eastern Australia curious aboriginal markings are found on the faces of the sandstone cliffs. A good idea of them is given by the photographs. These came from Wolgan Gap near Wallerang in the Blue Mountain region of New South Wales. They are found on overhanging rocks that have served as shelters or camping places for the aborigines and which doubtless have protected their works of art.

These stencillings are made by a sort of spatter work, something like that in vogue a generation ago in this country, using leaves, etc., as forms. The rocks at Wolgan Gap are a coarse sandstone stained almost black by an iron oxide derived from included bands of ironstone. These black surfaces were selected by the artists. Nearby in the rock is a band of shale which had disintegrated at its exposed edge to a white powder. The native artist put some of this white powder in his mouth, placed his hand or foot upon the rock, and blew the moistened powder upon and around his outstretched fingers or toes. When he removed them they were outlined on the rock. Since the sandstone is coarse and deeply pitted, the moist powder was blown into minute cavities where it has remained despite the erosive activities of some generations. The presence of the powder is shown on the photographs as a sort of halo around the object. The hands are either right or left, and, in some cases, both hands seem to have been stencilled at once. Sometimes the whole arm and hand are stencilled together, and in one of the photographs a boomerang is shown. The age of these stencils is not known. They were first discovered at Wolgan Gap about sixty years ago, but others have been known for a longer time, for instance, those at Greenwich, Parametta River, near Sydney.

The significance of these stencillings has been the subject of some controversy. The natives may have been induced to make them as boys carve their names on benches or even rocks. The materials for making the stencillings were present and, the example once having been set, others would emulate it. It is interesting that similar stencillings of the hands were made by cave men on the walls of some of the European caves, as, for instance, those of Aurignac in southern France. Evidently spatter work is no modern pastime.

THE PROGRESS OF SCIENCE

SUBSTITUTES FOR WAR

THIS war, beyond measure disastrous to civilization, is a trial also of our democracy. We may hope that it is an old-world war and an old-men's war, repugnant to the genius of our newer life. The statements of some of our public men and the contents of some of our newspapers can not be read without discouragement. But it is also true that there has perhaps not appeared a cartoon in any American newspaper tending to glorify war, and no legislation has so far been enacted in preparation for war. There is good reason to believe that the people have not been infected by the contagion of blood.

As Professor Patrick argued in a recent issue of the Monthly, man is by genetic inheritance a fighting and a playing animal, not an animal delighting in steady work. The ape and the tiger will be exterminated elsewhere in nature before they will be suppressed in man. It is a slow process, but surely proceeding.

The writer of this note has determined the proportion of each century in which the leading nations have been engaged in war. The curve thus found has no great reliability; for it does not take into account the percentages of the peoples concerned, but its course clearly indicates that even under circumstances as they have been, wars will come to an end. And there is good reason to believe that the newer condition--universal education and universal suffrage, democratic control, improved economic conditions of living for the people, the scientific attitude--will tend to bend the curve more rapidly toward the base line of permanent "peace on earth and good will to men."

While man has inherited instincts which exhibit themselves in playing and fighting, the same instincts may by social control be diverted to playing the games of art or science, to fighting disease and vice. It is rarely wise or feasible to attempt to suppress instincts; they should be directed so as to provide desirable conduct. Loyalty to family, to group, to neighborhood and to nation can not be lightly cast away for an abstract cosmopolitanism. But it can be expressed otherwise than by seizing everything in sight by cunning or by violence.

William James, the great psychologist, in one of his brilliant essays published in The Popular Science Monthly for October, 1910, tells us that history is a bath of blood; we inherit the war-like type; our ancestors have bred pugnacity into our bone and marrow; showing the irrationality and horror of war does not prevent it; but a moral equivalent can be found by enlisting an army to toil and suffer pain in doing the hard and routine work of the world. It is doubtful, however, if the "gilded youths" to whom James refers would accept "dish-washing, clothes-washing and window-washing, road-building and tunnel-making, foundries and stoke-holes," as a substitute for war, and for the great mass of the people there is more than enough of these things. It is to escape from them that we seek excitement and adventure, intoxication by drugs and war.

Professor Cannon, of Harvard University, proposes international football and other athletic contests as substitutes for war. The adrenal glands, whose secretions excite the combative and martial emotions, must function, and their activity, he argues, can be directed in this way. Mr. Bryan has just now made the proposal that we build six great national roads by which armies might be collected for defence; the secretary of the navy has founded a Naval Inventions Board; the postmaster general has suggested that aeroplanes be used to deliver mail in order that we may have an aerial corps ready for service. There may be an element of the absurd in some of these proposals, as there would be in using submarines to catch cod fish, so that there might be practise in building and managing such crafts for peaceful pursuits. There is, however, psychological justification for aiming to direct the emotions so that their discharge is not destructive, but of benefit to the nation and to the world. Such would be the development of our national resources, the construction of railways, roads, waterworks and the like; social and political reforms; progress in the care of public health, in education and in scientific research. It is proposed that the next congress should spend half a billion dollars on the army and navy. It is possible that on a plebiscite vote, exactly under existing conditions, a majority would vote to make the department of war a department of public works, military defence being only one of its functions, and to spend the sum proposed on public works useful in case of war, but not an incitement to war.

NATIONAL WEALTH AND PUBLIC INDEBTEDNESS

WHILE the lives and the wealth of the European nations are being sacrificed on a scale hitherto unparalleled, it is well in the interests of those nations, as well as of our own, that we conserve the lives and wealth of our own people. The greatest wealth of a nation is its children, its productive workers, its scientific men and other leaders, its accumulated knowledge and social traditions. These are immeasurable, but the Bureau of the Census has recently prepared a report on the material wealth and indebtedness, according to which it is estimated that the total value of all classes of property in the United States, exclusive of Alaska and the insular possessions, in 1912, was $187,739,000,000, or $1,965 per capita. This estimate is presented merely as the best approximation which can be made from the data available and as being fairly comparable with that published eight years ago. The increase between 1904 and 1912 was 75 per cent., for the total amount and 49 per cent. for the per capita. Real estate and improvements, including public property, alone constituted $110,677,000,000, or 59 per cent. of the total, in 1912. The next greatest item, $16,149,000,000, was contributed by the railroads; and the third, $14,694,000,000, represented the value of manufactured products, other than clothing and personal adornments, furniture, vehicles and kindred property.

The net public-indebtedness in 1913 amounted to $4,850,461,000. This amount was made up as follows: National debt, $1,028,564,000, or $10.59 per capita; state debt, $345,942,000, or $3.57 per capita; county debt, $371,528,000, or $4.33 per capita; and municipal debt, $2,884,883,000, or $54.27 per capita. Thus the average urban citizen's share of the net federal, state, county and municipal debt combined was $72.76; and the average rural citizen's share of the net federal, state and county debt combined was $18.49.

The total federal debt in 1910 was $2,916,205,000, of which amount $967,366,000 was represented by bonds, $375,682,000 by non-interest-bearing debt (principally United States notes or "greenbacks"), and $1,573,157,000 by certificates and notes issued on deposits of coin and bullion. Against this indebtedness there was in the treasury $1,887,641,000 in cash available for payment of debt, leaving the net national indebtedness at $1,028,564,000, or $10.59 per capita. The increase in the net indebtedness between 1902 and 1913 amounted to 6 per cent., but for the per capita figure there was a decrease of 13 per cent. The burden due to the national debt is thus very light in comparison with that imposed by the indebtedness of other great nations.

The state debt, however, rests still more easily on the shoulders of the average citizen, being only one third as great as that of the nation. The total state indebtedness in 1913 was $422,797,000, and the net debt--that is, the total debt less sinking-fund assets--was $345,942,000, or $3.57 per capita. The net debt increased by 44.5 per cent. between 1902 and 1913, and the per capita net debt by 18 per cent.

The total county debt in 1913 amounted to $393,207,000, of which amount $371,528,000, or $4.33 per capita, was net debt. The net indebtedness increased by 89 per cent. between 1902 and 1913, and the per capita net indebtedness by 55 per cent. By far the greatest item of indebtedness in this country is that of municipalities. This amounted in 1913 to an aggregate of $3,460,000,000, of which $2,884,883,000, or $54.27 per capita, represented net indebtedness. The rate of increase in net indebtedness between 1902 and 1913 was 114 per cent.

While the nations of Europe are involving themselves in the toils of debts, we should use our vast surplus wealth to pay the national, state and municipal debts, even those contracted for public improvements. We save every year about $100 for each adult and child of the country and waste about an equal sum. It would be well if this wealth could be invested for the benefit of each, and education and scientific research are the most productive of all investments.

SCIENTIFIC ITEMS

WE record with regret the death of Karl Eugen Guthe, professor of physics in the University of Michigan and dean of the Graduate School, in Hanover, Germany; of John Howard Van Amringe, long dean of Columbia College and professor of mathematics; of Carlos J. Finlay, known for his advocacy of the theory that yellow fever is transmitted by mosquitoes; of A. J. Herbertson, of Wadham College, Oxford, professor of geography in the university; of Julius von Payer, the distinguished polar explorer and artist, of Vienna, and of Guido Goldsehmiedt, professor of chemistry in the University of Vienna.

DR. JACQUES LORE, of the Rockefeller Institute for Medical Research, has been elected a foreign fellow of the Linnean Society, London.--Dr. David Bancroft Johnson, president of Winthrop Normal and Industrial College, of Rockhill, S. C., has been elected president of the National Education Association, in succession to Dr. David Starr Jordan, chancellor of Stanford University.

A MEMORIAL to Johann C. Reil, the anatomist, has been erected in Halle. It stands in front of the university clinic, the seat of his labors until called to Berlin in 1810. He died in 1813, aged fifty-five years.--A bronze bas-relief--the work of Mr. S. N. Babb--is about to be erected in St. Paul's Cathedral in memory of Captain Scott and his companions who perished in the Antarctic. At the request of the committee responsible for the memorial an inscription has been written by Lord Curzon, which reads as follows: "In memory of Captain Robert Falcon Scott, C.V.O., R.N., Dr. Edward Adrian Wilson, Captain Lawrence E. G. Oates, Lieut. Henry R. Bowers and Petty Officer Edgar Evans, who died on their return journey from the South Pole in February and March, 1912. Inflexible of purpose, steadfast in courage, resolute in endurance in the face of unparalleled misfortune. Their bodies are lost in the Antarctic ice. But the memory of their deeds is an everlasting monument."

THE SCIENTIFIC MONTHLY

NOVEMBER, 1915

PAPUA, WHERE THE STONE-AGE LINGERS

BY DR. ALFRED GOLDSBOROUGH MAYER

WITH their undaunted spirit for braving the wilds, the English entered New Guinea in 1885. For centuries the great island had remained a mere outline upon the map the fever-haunted glades of its vast swamps and the broken precipices of its mountain ranges having defied exploration, more than the morose and savage character of its inhabitants. Even in the summer of 1913, Massy Baker the explorer, discovered a lake probably 100 miles or more in shore-line, which had remained hidden in the midst of the dark forests of the Fly and Strickland River regions, and here savages still in the stone age, who had never seen a white man, measured the potency of their weapons against the modern rifle.

To-day there are vast areas upon which the foot of the white man has not yet trodden, and of all the regions in the tropical world New Guinea beckons with most alluring fascination to him to whom adventure is dearer than life.

Far back in the dawn of European exploration, the Portuguese voyager Antonio de Abreu, may have seen the low shores of western New Guinea, but it is quite certain that sixteen years later, in 1527, Don Jorge de Meneses cruised along the coast and observed the wooly-headed natives whom he called "Papuas." The name "New Guinea" was bestowed upon the island by the Spanish captain, Ynigo Ortz de Retes, in 1515, when he saw the negroid natives of its northern shores.

Then there came and passed some of the world's greatest navigators. Torres wandering from far Peru, to unknowingly discover the strait which bears his name; Dampier, the buccancer-adventurer, and, in 1768, the cultured, esthetic Bougainville, who was enraptured by the beauty of the deep forest-fringed fjords of the northeastern coast. Cook, greatest of all geographers, mapped the principal islands and shoals of the intricate Torres Strait in 1770; and a few years later came Captain Bligh, the resourceful leader of his faithful few, crouching in their frail sail boat that had survived many a tempest; since the mutineers of the Bounty had cast them adrift in the mid-Pacific. In the early years of the nineteenth century the scientifically directed Astrolabe arrived, under the command of Dumont D'Urville, and, later, Captain Owen Stanley in the Rattlesnake, with Huxley as his zoologist, Then, in 1858, came Alfred Russel Wallace, the codiscoverer of Darwinism, who, by the way, is said to have been the first Englishman who ever actually resided in New Guinea.

The daring explorers and painstaking surveyors came and went, but the great island remained a land of dread and mystery, guarded by the jagged reefs of its eastern shores, and the shallow mud flats, stretching far to sea-ward beyond the mouths of the great rivers of its southern coast. So inaccessible was Papua that even the excellent harbor of Port Moresby, the site: of the present capital, was not discovered until 1873. One has but to stifle for a while in the heavy air that flows lifeless and fetid over the lowlands as if from a steaming furnace, or to scent the rank odors of the dark swamps, where for centuries malaria must linger, to appreciate the reason for the long-delayed European settlement of the country. But those who blaze the path of colonial progress are not to be deterred by temperatures or smells; let us remember that Batavia, "the white man's graveyard," is now one of the world's great commercial centers; and Jamaica, the old fever camp of the British army, is now a health resort for tourists.

Papua, the land of the tired eyes and the earnest face, of the willing spirit and the weary body, waning as strength fails year by year in malaria and heat, the land wherein the heart aches for the severed ties of wife and home; its history has hardly yet begun, but the reward of generations of heroism will be the conquest of another empire where England's high standards of freedom are to he raised anew. A victory of peace it is to be, as noble as any yet achieved in war; and great through its death roll, and forgotten though the workers be, the fruits of their labors will bless that better world Great Britain is preparing for those of ages yet to come.

There are great resources in Papua with its area of 90,500 square miles. Untrodden forests where the dark soil moulders beneath the everlasting shade; swamps bearing a harvest of thousands of sago and nipa palms, and mountains in a riot of contorted peaks rising to a height of 13,200 feet in the Owen Stanley range.

It is still a country of surprises, as when petroleum fields, probably 1,000 square miles in area, were discovered only about four years ago along the Vailala River, the natives having concealed their knowledge of the bubbling gas springs through fear of offending the evil spirits of the place. It is evident that although the country has been merely glanced over, there are both agricultural and mineral resources of a promising nature in Papua. It remains but for modern medicine to over-come the infections of the tropics for the region to rise into prominence as one of the self-supporting colonies of the British empire.

The early history of British occupation centers around the striking personality of James Chalmers, the great-hearted, broad-minded, missionary, one of the most courageous who ever devoted his life to extending the brotherhood of the white man's ideals. Chafing, as a young man, under the petty limitations of his mission in the Cook Islands, he sought New Guinea, as being the wildest and most dangerous field in the tropical Pacific. Here, for twenty-five years, he devoted his mighty soul to the work of introducing the rudiments of civilization and Christianity to the most sullen and dangerous savages upon earth. Scores of times his life hung in the balance of native caprice; wives and friends died by his side, victims to the malignant climate and to native spears, while he seemed to possess a charmed life; until, true to his prediction, he was murdered by the cannibals of Dopina at the mouth of the Fly River in 1901.

Hundreds of scattered tribes had learned to revere their great leader "Tamate," as they called him, who brought peace and prosperity to his followers. Yet a danger to Papua that he himself foresaw and did all in his power to avert came as a result of the introduction of the very civilization of which he was the champion, for with peace came new wants that the most unscrupulous of traders at once sought to supply at prices ruinous to the social and moral welfare of the natives.

Also, the proximity of Queensland threatened to become a menace; for Chalmers himself was well aware of the dark history of the "blackbird trade" wherein practical slavery was forced upon the indentured laborers, lured from their island homes to toil as hopeless debtors upon the Australian plantations. A government of the natives for the native interests he desired; not one administered from the Australian mainland in the interest of alien whites. The hopes of Chalmers were only partially realized, for Papua is still only a territory of Australia.

In most respects this condition appears to be unfortunate. The crying needs of a new country are usually peculiarly local and not likely to be appreciated by a distant ruling power. Moreover, Australia is itself an undeveloped land and requires too large a proportion of its own capital for expansion at home to be a competent protector of a colony across the sea. One feels that Papuan development might have proceeded with greater smoothness had the colony been more directly under the British empire, rather shall an Australian dependency.

The strategic necessity that Australia should command both the northern and the southern shores of Torres Straits might still have been secured without the sacrifice of any important initiative in matters of government upon the part of Papua.

The cardinal evil that Chalmers feared has, however, been averted. The natives still own 97 1/2 per cent. of the entire land area, and wise laws guard them in this precious possession, and aim to protect them from all manner of unjust exploitation. It is much to the credit of the government that the cleanest native villages and the most healthy, ambitious and industrious tribes, are those nearest the white settlements. Contact between the races has resulted in the betterment, not in the degradation, of the Papuan natives.

The touch of a master hand is apparent in a multitude of details in managing the natives of Papua; and it is of interest to see that in broad essentials the plan of government is adapted from that which the English have put to the test of practice in Fiji; the modifications being of a character designed to meet the conditions peculiar to Melanesia, wherein the chiefs are relatively unimportant in comparison with their role in the social systems of the Polynesians and Fijians. Foremost in the shaping of the destiny of Papua stands the commanding figure of Sir William Macgregor, administrator and lieutenant governor from 1888 to 1898. As a young man Macgregor was government physician in Fiji, where he became prominent not only as a competent guardian of the health of the natives, but as a leader in the suppression of the last stronghold of cannibalism along the Singatoka River. In Papua his tireless spirit found a wide field for high endeavor, and upon every department of the government one finds to-day the stamp of his powerful personality. Nor did he remain closeted in Port Moresby, a stranger to the races of his vast domains, for over the highest mountains and through the densest swamps his expeditions forced their way; the Great Governor always in the van. It was thus that he conquered the fierce Tugeri of the Dutch border, who for generations had been the terror of the coasts; and wherever his expeditions passed, peace followed, and the law of the British magistrate supplanted the caprice of the sorcerer.

But his hardest fight was not with the mountain wilds or the malarious morasses. It was to secure from the powerful ones of his own race the privileges of freemen for the natives of Papua.

In his youth he had seen the blessings that came with the advent of British rule in Fiji; and here, in broad New Guinea, upon a vaster scale, he strove to make fair play the dominant note in the white man's treatment of a savage race.