Botany, Principles and Problems

Botany :

By the law of mutually exclusive events, the distribution of a' when s' is known can be found by integrating the present p(a)p(cr)dadu over all o. Equation (9) is then in fact obtained, showing the consistency of the results given in these papers. Equation (9) is the answer to question'(A); and while the answer to question (A) has thus been shown to follow from the answer to question (B), the m...

Botany: Overstreet and Broyer

London: Kegan Paul, 1936; Jung, C. G., Psychological Types, New York, Harcourt Brace, 1923, are well-known examples of this approach. 3Chapple, E. D., Proc. Nat. Acad. Sci., 25, 2, 1939. 4 Crozier, W. J., and Hoagland, H., "The Study of Living Organisms," in Murchison, C., A Handbook of General Experimental Psychology, Worcester, Mass., Clark University Press, 1934, p. 3 and ff. 6 Crozier, W. J...

Introduction Botany

(Pp. viii + 479; figs. 121. 30s.) Edinburgh and London: E. & S. Livingstone, 1962. THE author originally hoped to provide a background of biological knowledge and at thd same time to interest the student in applications of botany to his life work, but claims only the first objective for this book. As far as medicine is concemed it is doubtful if botany has now any application except in so far a...

Variational principles: summary and problems

2.1 Differentiability and first order conditions If a function f : R → R has partial derivatives ∂if(x) = limt→0 t−1(f(x + tei) − f(x)) which exist and are continuous on R, it is a C1(R) function, and is differentiable at every x in the sense that f(x + h) − f(x) −∇f(x) · h = o(‖h‖) as h → 0. This means it can be approximated linearly, and the derivative is the linear map on R given by Df(x)(h)...

BOTANY: BURKHOLDER AND Mc1EIGH