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About 10,000 papers for “Exponent”

exponent

SpringerReference · 2011

Cited by 0

Exponent

H. Buske · Lexikon des gesamten Buchwesens Online · 2020

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Exponent.

State Normal School, Los Angeles (Calif.) · The Journal of the Abraham Lincoln Association

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Exponent

National Cancer Institute · Definitions · 2020

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Exponent

Arnold N. Lowan, Salomon Bochner · AccessScience · 2015

AccessScience is an authoritative and dynamic online resource that contains incisively written, high-quality educational material covering all major scientific disciplines. An acclaimed gateway to scientific knowledge, AccessScience is continually expanding the ways it can demonstrate and explain core, trustworthy scientific information that inspires and guides users to deeper knowledge.

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Exponent

Industry Biomechanics, Room B, Introduction To Biomechanics et al. · 2006

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Exponent

James J Collins, James Lamb, See Profile et al. · 2016

Weight-of-the-evidence review\tof\tacrylonitrile reproductive and\tdevelopmental\ttoxicity\tstudies Acrylonitrile reproductive\tand\tdevelopmental toxicity B.\tH.\tNeal\tet\tal.

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Schur's exponent conjecture -- counterexamples of exponent 5 and exponent 9

Michael Vaughan-Lee · arXiv (Cornell University) · 2020

There is a long-standing conjecture attributed to I Schur that if $G$ is a finite group with Schur multiplier $M(G)$ then the exponent of $M(G)$ divides the exponent of $G$. It is easy to see that this conjecture holds for exponent 2 and exponent 3, but it has been known since 1974 that the conjecture fails for exponent 4. In this note I give an example of a group $G$ with exponent 5 with Schur multiplier $M(G)$ of exponent 25, and an example of a group $A$ of exponent 9 with Schur multiplier $M(A)$ of exponent 27.

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Schur's exponent conjecture -- counterexamples of exponent 5 and\n exponent 9

Michael Vaughan-Lee · arXiv (Cornell University) · 2020

There is a long-standing conjecture attributed to I Schur that if $G$ is a\nfinite group with Schur multiplier $M(G)$ then the exponent of $M(G)$ divides\nthe exponent of $G$. It is easy to see that this conjecture holds for exponent\n2 and exponent 3, but it has been known since 1974 that the conjecture fails\nfor exponent 4. In this note I give an example of a group $G$ with exponent 5\nwith Schur multiplier $M(G)$ of exponent 25, and an example of a group $A$ of\nexponent 9 with Schur multiplier $M(A)$ of exponent 27.\n

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with exponent

Luis Caffarelli, Juan Luis Vazquez · 2014

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Hurst Exponent

Sid‐Ali Ouadfeul, Leila Aliouane · Encyclopedia of earth sciences series/Encyclopedia of earth sciences · 2023

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ISENTROPIC EXPONENT

A-to-Z Guide to Thermodynamics Heat and Mass Transfer and Fluids Engineering · 2008

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Negative Exponent

National Cancer Institute · Definitions · 2020

Ope n Pe e r Re v ie w on Qe ios

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The Exponent.

The Journal of the Abraham Lincoln Association

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