N. Y.

"Securing the Initiative of the Workman." American Economic Association.
1919. N. Y.

"Creative Spirit in Industry." Y. M. C. A. Association Press. 1921. N. Y.

MISCELLANEOUS LIST OF BOOKS

VON BERNHARDI, General F.: "Germany and the Next War." E. Arnold, London.
1912.

BRANDEIS, LOUIS: "Other People's Money and How the Bankers Use it." F. A.
Stokes, N. Y. 1914.

THOMAS FARROW and WALTER CROTCH: "The Coming Trade War." Chapman & Hall,
London. 1916.

HUEFFER, FORD MADDOX: "When Blood is Their Argument." Hodder & Stoughton.
1915. N. Y.

HAUSER, HENRY: "Germany's Commercial Grip on the World, Her Business
Methods Explained." E. Nash Co., London. 1917.

LAUGHLIN, J. L.: "Credit of the Nations." Scribner's Sons, N. Y. 1918.

MAETZU, RAMIRO DE: "Authority, Liberty and Function in the Light of War."
Geo. Allen and Unwin.

DELAISI, FRANCIS: French Opinion, "The Inevitable War." Small, Maynard &
Co., Boston. 1915.

NEILSON, FRANCIS: English Opinion, "How Diplomats Make War." B. W.
Huebsch. 1916.

BY A GERMAN (German Opinion). "J'Accuse!" Hodder & Stoughton, London.
1915.

FOOTNOTES

1 To digress a bit, it may be interesting to add, that population and
the need of people increase in a geometrical progression; and also
that the growth of individuals is limited by the fact, that they
have to absorb their food through surfaces which as growth goes on
increase only as _squares_, while the bodies to be fed, being
volumes, increase in size as _cubes_ increase, as the cubes of the
same base grow faster than the squares,

22 = 4, 23 = 8, 32 = 9, 33 = 27, and so on,

it is obvious, that in the infancy of an organism only a part of the
food goes to maintain life, the larger part goes for growth; when
the organism becomes larger, the absorbing surfaces, growing
proportionally to the square, the food is spent to build the mass of
the volume of the body and is spent proportionally to the cube.
Suppose our organism has grown to a size twice as large, its
absorbing capacity has become four times larger, its volume eight
times larger. In case of 3 times, the difference will be 9 and 27.
It is obvious that at some point, all the absorbed food will be used
to maintain life and none will be left for growth, and this last
process will stop. This is another example which explains how the
theo