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Analogon der Weierstraßschen Relation zwischen derE-Funktion und der FunktionF 1 für das räumliche Variationsproblem

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Literatur

  1. Vgl. Bolza, Vorlesungen über Variationsrechnung S. 245. Hadamard, Leçons sur le calcul des variations, S. 375.

  2. Vgl. Mason and Bliss, The curves in space wich minimize a definite integral, Transactions of the American mathematical society 9 (1908), S. 454.

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  3. l. c., S. 455.

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  4. l. c., S. 89.

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  5. Vgl. Mason and Bliss, l. c., S. 441.

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Behaghel, W. Analogon der Weierstraßschen Relation zwischen derE-Funktion und der FunktionF 1 für das räumliche Variationsproblem. Math. Ann. 73, 596–599 (1913). https://doi.org/10.1007/BF01455958

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  • DOI: https://doi.org/10.1007/BF01455958

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