Calculus of variations. Supplementary notes and exercises to 1945-1946 notes, at New York University.

Reproduced from typewritten copy.

Calculus of variations 1945-1946,

Bibliography: leaf 169.

Aspects of the calculus of variations /

Reproduced from type-written copy.

A treatise on the differential and integral calculus : and the calculus of variations /

Mode of access: Internet.

Statistical matrix techniques and their application to the directional correlation of radiations /

"NBS Project 0436."

Calculus of variations and supplementary notes and exercises, 1945-1946.

Reproduced from type-written copy.

[Calculus of errors & method of least squares.

Reprints and detached papers.

Notes on a calculus of Turán operators.

Cover title.

Geometrical foundations of mechanics,

Mimeographed.

Mathematical tracts on the lunar and planetary theories, the figure of the earth, precession and nutation, the calculus of variations, and the undulatory theory of optics. Designed for the use of students in the university.

Mode of access: Internet.

The differential and integral calculus : containing differentiation, integration, development, series, differential equations, differences, summation, equations of differences, calculus of variations, definite integrals,--with applications to algebra, plane geometry, solid geometry, and mechanics. Also, Elementary illustrations of the differential and integral calculus /

First issued in 25 parts, July 15, 1836, to June 1, 1842.

A treatise on infinitesimal calculus, containing differential and integral calculus, calculus of variations, applications to algebra and geometry, and analytical mechanics.

Vol. 3 and 4 form the author's Treatise on analytical mechanics.

Conservation laws and variational principles in general relativity /

"April 23, 1962."

Concepts from tensor analysis and differential geometry.

Mode of access: Internet.

Higher mathematics for students of chemistry and physics, with special reference to practical work,

The differential calculus.--Coordinate or analytical geometry.--Functions with singular properties.--The integral calculus.--Infinite series and their uses.--How to solve numerical equations.--How to solve differential equations.--Fourier's theorum.--Probability and the theory of errors.--The calculus of variations.--Determinants.--Collection of formulae for references.--Reference tables.