Proceedings, Volume 6, Part 1Gauthier-Villars, 1952 - Mathematics |
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Page 138
... given by invitation of the Organizing Committee . 2. Fiber bundles and obstructions . The speakers were Professors P. Olum , W. S. Massey , G. Hirsch , and E. Spanier . 3. Differentiable manifolds . The speakers were Professors S. Chern ...
... given by invitation of the Organizing Committee . 2. Fiber bundles and obstructions . The speakers were Professors P. Olum , W. S. Massey , G. Hirsch , and E. Spanier . 3. Differentiable manifolds . The speakers were Professors S. Chern ...
Page 139
... given by invitation of the Section Chairman : R. C. BOSE : Mathematical theory of factorial designs . P. LÉVY : Processus lapelaciens et équations différentielles stochastiques . S. N. Roy : On some aspects of statistical inference ...
... given by invitation of the Section Chairman : R. C. BOSE : Mathematical theory of factorial designs . P. LÉVY : Processus lapelaciens et équations différentielles stochastiques . S. N. Roy : On some aspects of statistical inference ...
Page 254
... given by approximating by a cellwise constant function and ƒ by a simplicial map- ping f ' ( thus defining an approximating polyhedral chain ) . The following con- tinuity theorem holds : Given fø and numbers L and > 0 , there is a ...
... given by approximating by a cellwise constant function and ƒ by a simplicial map- ping f ' ( thus defining an approximating polyhedral chain ) . The following con- tinuity theorem holds : Given fø and numbers L and > 0 , there is a ...
Contents
Officers of the Congress | 1 |
List of delegates | 7 |
List of members | 36 |
Copyright | |
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a₁ algebraic variety Almagest analytic analytic functions analytique application arithmetical classes asymptotic axioms Banach space boundary bounded Brown University Calif coefficients College compact complex computation consider constant convergence convex corresponding curve d'une decision problem defined définie denote derivative determined differential equations distribution domain elements espace exists field finite number formula Fourier Fourier series function geometry given Harvard University Hilbert space holomorphe Institute for Advanced Institute of Technology Instr integral invariant lattice linear Mass Math mathematicians mathematics matrix method metric noyau obtained operators orthogonal partial differential equations peut plane polynomial positive Princeton problem Prof proof properties proved real closed fields relation satisfying sequence solution space subgroup subset surface symbols theorem théorème theory tion topology transformation valeurs variables vector zero