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Differential geometry: the interface between pure and applied mathematics (San Antonio, Tex., 1986)

On notions of equivalence of variational problems with one independent variable

Publication ,  Chapter
Bryant, R
1987

Duke Scholars

ISBN

0-8218-5075-X

Publication Date

1987

Volume

68

Start / End Page

65 / 76

Publisher

American Mathematical Society
 

Citation

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Bryant, R. (1987). On notions of equivalence of variational problems with one independent variable. In M. Luksic, C. Martin, & W. Shadwick (Eds.), Differential geometry: the interface between pure and applied mathematics (San Antonio, Tex., 1986) (Vol. 68, pp. 65–76). Providence, RI: American Mathematical Society.
Bryant, R. “On notions of equivalence of variational problems with one independent variable.” In Differential Geometry: The Interface between Pure and Applied Mathematics (San Antonio, Tex., 1986), edited by M. Luksic, C. Martin, and W. Shadwick, 68:65–76. Providence, RI: American Mathematical Society, 1987.
Bryant R. On notions of equivalence of variational problems with one independent variable. In: Luksic M, Martin C, Shadwick W, editors. Differential geometry: the interface between pure and applied mathematics (San Antonio, Tex, 1986). Providence, RI: American Mathematical Society; 1987. p. 65–76.
Bryant, R. “On notions of equivalence of variational problems with one independent variable.” Differential Geometry: The Interface between Pure and Applied Mathematics (San Antonio, Tex., 1986), edited by M. Luksic et al., vol. 68, American Mathematical Society, 1987, pp. 65–76.
Bryant R. On notions of equivalence of variational problems with one independent variable. In: Luksic M, Martin C, Shadwick W, editors. Differential geometry: the interface between pure and applied mathematics (San Antonio, Tex, 1986). Providence, RI: American Mathematical Society; 1987. p. 65–76.
Journal cover image

ISBN

0-8218-5075-X

Publication Date

1987

Volume

68

Start / End Page

65 / 76

Publisher

American Mathematical Society