Zweite Note ber analytische Functionen mehrerer Ver nderlichen von Osgood, W. F.

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Note ber analytische Functionen mehrerer Ver nderlichen von Osgood, W. F.

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Non-Uniform Convergence and the Integration of Series Term by Term von Osgood, William F.

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Note on the Functions Defined by Infinite Series Whose Terms are Analytic Functions of a Complex Variable; with Corresponding Theorems for Definite Integrals von Osgood, W. F.

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On the Existence of the Green's Function for the Most General Simply Connected Plane Region von Osgood, W. F.

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Sufficient Conditions in the Calculus of Variations von Osgood, W. F.

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Cours d'analyse mathematique von Osgood, W F

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Book Review: Cours d'analyse mathématique von Osgood, W. F.

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On the Existence of the Green's Function for the Most General Simply Connected Plane Region von Osgood, W. F.

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The number system after Dedekind von Osgood, W. F.

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An Elementary Course of Infinitesimal Calculus . By Horace Lamb, M.A., F.R.S., Professor of Mathematics in the Owens College, Victoria University, Manchester; formerly Fellow of Tr... von Osgood, W. F.

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An Elementary Course of Infinitesimal Calculus von Osgood, W. F.

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Note on the gyroscope von Osgood, W. F.

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Problems in Infinite Series and Definite Integrals; with a Statement of Certain Sufficient Conditions Which are Fundamental in The Theory of Definite Integrals von Osgood, W. F.

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Errata: “On a fundamental property of a minimum in the calculus of variations and the proof of a theorem of Weierstrass’s” [Trans. Amer. Math. Soc. 2 (1901), no. 3, 273–295; 150056... von Osgood, W. F.

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On a Fundamental Property of a Minimum in the Calculus of Variations and the Proof of a Theorem of Weierstrass's von Osgood, W. F.

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On the Existence of a Minimum of the Integral ∫x1 x0 F(x,y,y')dx when x0and x1are Conjugate Points, and the Geodesics on an Ellipsoid of Revolution: A Revision of a Theorem of Knes... von Osgood, W. F.

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On the Existence of a Minimum of the Integral x 1 x 0 F(x,y,y )dx when x 0 and x 1 are Conjugate Points, and the Geodesics on an Ellipsoid of Revolution: A Revision of a Theorem of... von Osgood, W. F.

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Errata: “On a fundamental property of a minimum in the calculus of variations and the proof of a theorem of Weierstrass’s” [Trans. Amer. Math. Soc. 2 (1901), no. 3, 273–295; 150056... von Osgood, W. F.

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On a Fundamental Property of a Minimum in the Calculus of Variations and the Proof of a Theorem of Weierstrass's von Osgood, W. F.

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