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22 results on '"Aubrey J. Kempner"'

7. The Extension of Concepts in Mathematics

Author

Aubrey J. Kempner

Subjects
Extension (metaphysics), Calculus, Mathematics
Abstract

The subject which I wish to outline in the briefest manner is the old problem of introducing into Algebra and Geometry such concepts as, for example, irrational numbers, imaginary numbers, the infinite, non-Euclidean geometry, four-dimensional geometry. This is a matter which must have been, at one time or another, of interest to each of you, and I owe you an apology, or at least an explanation, for talking to you about something with which you are presumably familiar. My reason for choosing this topic is to show how the introduction of all of these concepts is guided, in a general sense, by a few simple and plausible principles. It seemed to me that it might be of some interest to compress into the frame of one short talk the consideration of questions which have presented themselves to you at various times and divers occasions.

Published
1923
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8. On the complex roots of algebraic equations

Author

Aubrey J. Kempner

Subjects
Pure mathematics, Algebraic equation, Function field of an algebraic variety, Algebraic solution, Applied Mathematics, General Mathematics, Real algebraic geometry, Algebraic extension, Algebraic function, Algebraic expression, Differential algebraic geometry, Mathematics
Published
1935
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11. Recent Publications

Author

Marie S. Wilcox, Martin Levey, Casper Goffman, Dick Wick Hall, N. J. Fine, Samuel Goldberg, Aubrey J. Kempner, Frank L. Wolf, Bess E. Allen, and Pasquale Porcelli

Subjects
General Mathematics
Published
1959
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12. Recent Publications

Author

Melvin Henriksen, Charles Brumfiel, Robert E. Greenwood, Herbert A. Meyer, Francis Scheid, P. J. Davis, Homer V. Craig, Pasquale Porcelli, Gordon M. Petersen, Burton W. Jones, Lawrence A. Weller, James L. Simpson, C. E. Springer, Earl LaFon, Aubrey J. Kempner, W. R. Scott, and Meyer Dwass

Subjects
General Mathematics
Published
1960
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13. A Simple Relation Between Elementary Number-Theory and Elementary Projective Geometry

Author

Aubrey J. Kempner

Subjects
Algebra, Pure mathematics, General Mathematics, Duality (projective geometry), Complex projective space, Projective space, Erlangen program, Projective differential geometry, Projective plane, Pencil (mathematics), Projective geometry, Mathematics
Abstract

(1917). A Simple Relation Between Elementary Number-Theory and Elementary Projective Geometry. The American Mathematical Monthly: Vol. 24, No. 7, pp. 317-321.

Published
1917
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14. A Curious Convergent Series

Author

Aubrey J. Kempner

Subjects
Pure mathematics, General Mathematics, Convergent series, Mathematics
Abstract

(1914). A Curious Convergent Series. The American Mathematical Monthly: Vol. 21, No. 2, pp. 48-50.

Published
1914
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15. Über die Separation komplexer Wurzeln algebraischer Gleichungen

Author

Aubrey J. Kempner

Subjects
Theology, Mathematics
Abstract

Zur Trennung der komplexen Wurzeln einer algebraischen Gleichung kann man, wie wir zeigen wollen, in einfacher Weise die Argumente der Koeffizienten systematisch heranziehen. Als praktisch wichtigen Fall schliest dies ein, das fur Gleichungen mit reellen Koeffizienten bereits die Vorzeichen in gewissem Umfange Aussagen uber die Verteilung der komplexen Wurzeln zu machen gestatten.

Published
1982
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17. Problems and Solutions

Author

J. David Martin, Jack M. Elkin, Stanley E. Payne, L. Carlitz, Alexandru Lupas, J. M. Gandhi, Charles W. Trigg, Michael Goldberg, Bruce B. Peterson, Lawrence A. Ringenberg, Gregory Wulczyn, John F. Burke, Dennis P. Geller, John Hudson Tiner, Lew Kowarski, Stanley Rabinowitz, Walter W. Horner, Alfred Brousseau, Vladimir F. Ivanoff, Aubrey J. Kempner, Clarence C. Morrison, A. Wilansky, Sam Newman, Roger B. Eggleton, Erwin Just, Lyle E. Pursell, and Walter O. Egerland

Subjects
General Mathematics
Published
1968
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20. A Theorem on Lattice-Points

Author

Aubrey J. Kempner

Subjects
Factor theorem, Pure mathematics, Mathematics (miscellaneous), Picard–Lindelöf theorem, Fundamental theorem, Fixed-point theorem, Danskin's theorem, Statistics, Probability and Uncertainty, Brouwer fixed-point theorem, Carlson's theorem, Mathematics, Mean value theorem
Published
1917
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21. Problems for Solution: E1548-E1555

Author

Krishna Savati, Tai-ichi Kitamura, Azriel Rosenfeld, C. R. MacCluer, W. L. Nicholson, David Rearick, Alfred Brauer, Aubrey J. Kempner, and F. D. Parker

Subjects
General Mathematics
Published
1962
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