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Contributions to the calculus of variations 1931-1932. (English) Zbl 0006.40401
Chicago: Univ. of Chicago Press. vii, 523 S. (1933).
Powell, James Ellis: Edge conditions for multiple integrals in the calculus of variations (4–62);
Coral, Max: The Euler-Lagrange multiplier rule for double integrals (63–94);
Hefner, Ralph Aubrie: The condition of Mayer for discontinuous solutions of the Lagrange problem (95–130);
Pixley, Henry Howes: A problem in the calculus of variations suggested by a problem in economics (131–189);
Sanger, Ralph Grafton: Functions of lines and the calculus of variations (191–293);
Bliss, Gilbert Ames; Hestenes, Magnus Rudolph: Sufficient conditions for a problem of Mayer in the calculus of variations (295–337);
Hestenes, Magnus Rudolph: Sufficient conditions for the general problem of Mayer with variable endpoints (339–359);
Hu, Kuen-Sen: The problem of Bolza and its accessory boundary value problem (361–443);
Raab, Albert William: Jacobi’s condition for multiple integral problems of the calculus of variations (445–473);
Porter, Thomas Isaac: A history of the classical isoperimetric problem (475–523).

MSC:
49-06 Proceedings, conferences, collections, etc. pertaining to calculus of variations and optimal control
00B15 Collections of articles of miscellaneous specific interest