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Lagrange's theorem (number theory)
Known as:
Lagrange (disambiguation)
, Lagrange theorem (number theory)
, Lagrange's theorem
In number theory, Lagrange's theorem is a statement named after Joseph-Louis Lagrange about how frequently a polynomial over the integers may…
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2014
2014
Understanding sexual assault: the ways in which young women conceptualize sexual violence
S. S. M. Wong
2014
Corpus ID: 150527541
...............................................................................................................v Acknowledgements…
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2012
2012
A multidimensional generalization of Lagrange’s theorem on continued fractions
A. V. Bykovskaya
Mathematical Notes
2012
Corpus ID: 124076258
A multidimensional geometric analog of Lagrange’s theorem on continued fractions is proposed. The multidimensional generalization…
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2008
2008
О многомерном обобщении теоремы Лагранжа для цепных дробей@@@On a multidimensional generalization of Lagrange's theorem on continued fractions
Олег Николаевич Герман
,
O. N. German
,
Евгений Леонидович Лакштанов
,
E. L. Lakshtanov
2008
Corpus ID: 124556634
1997
1997
Finite group actions and asymptotic expansion ofeP(z)
T. Müller
Comb.
1997
Corpus ID: 8529965
We establish an asymptotic expansion for the number |Hom (G,Sn)| of actions of a finite groupG on ann-set in terms of the order…
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1995
1995
A First Course in Abstract Algebra: Rings, Groups, and Fields
Marlow Anderson
,
T. Feil
1995
Corpus ID: 119027758
NUMBERS, POLYNOMIALS, AND FACTORING The Natural Numbers The Integers Modular Arithmetic Polynomials with Rational Coefficients…
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1993
1993
Subgroups and the partitioning property
Roberta T. Tugger
1993
Corpus ID: 121722960
Lagrange's theorem states that the order of a subgroup H of a finite group G divides the order of G. The key step in the standard…
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1992
1992
Aspects of fuzzy spaces with special reference to cardinality, dimension, and order-homomorphisms
P. Lubczonok
1992
Corpus ID: 125365455
Aspects of fuzzy vector spaces and fuzzy groups are investigated, including linear independence, basis, dimension, group order…
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1987
1987
Problems and results on minimal bases in additive number theory
P. Erdos
,
M. Nathanson
1987
Corpus ID: 15415509
The central problem in additive number theory is as follows: Let A be a set of nonnegative integers. Describe the set of integers…
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1981
1981
COMMUNICATIONS OF THE MOSCOW MATHEMATICAL SOCIETY: On the instability of equilibrium in a potential field
V. Kozlov
1981
Corpus ID: 92979737
... * dH • дН , . τ»οτ> (1) ~ду~' —дГ ( * ' * ) £ R 2 n with infinitely differentiable Hamiltonian Я = K(x, y)+ П(х), where…
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1959
1959
Finite Semigroups in which Lagrange's Theorem Holds
T. Tamura
,
Morio Sasaki
1959
Corpus ID: 117729084
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