Results 251 to 260 of about 396,927 (287)

Differential and difference algebra

Journal of Soviet Mathematics, 1989
In this survey (508 references), according to the material of R. Zh. Mat. for the years 1975-1986 basic results on differential and difference algebra are reflected (differential rings and modules, differential fields, differential-algebraic geometry, differential and difference dimension, differential and difference Galois theory, integration in ...
Mikhalev, A. V., Pankrat'ev, E. V.
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��tale difference algebraic groups

2021
45 ...
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Algebra: A World of Difference

2006
B1 - Chapter in Research Book ...
Kendal, M, Stacey, K
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Pseudo-Effect Algebras and Pseudo-Difference Posets

International Journal of Theoretical Physics, 2004
It is now well known that effect algebras and difference posets are algebraically equivalent. A pseudo-effect algebra is, roughly, a noncommutative effect algebra. The authors introduce two operations, left and right subtraction, on a pseudo-effect algebra and study their elementary properties.
Ma, Zhihao, Wu, Junde, Lu, Shijie
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On Inessential Elements in Different Banach Algebras

Quaestiones Mathematicae, 2009
If B is a subalgebra of a Banach algebra A we consider the problem of determining conditions that ensure that an element of B that exhibits a property in B also exhibits this property when viewed as an element of A. Further, we consider the converse problem whereby an element of B exhibiting a property in A also exhibits this property in B.
Behrendt, D, Raubenheimer, H
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Dimension Polynomials in Difference and Difference-Differential Algebra

1999
Let R be a difference ring with a basic set σ = {α l,...,α n } and let T = T σ be a free commutative semigroup generated by the elements α l,...,α n . As in Section 3.3, by the order of an element \(\tau = \alpha _1^{{k_1}}...\alpha _n^{{k_n}} \in T\left( {{k_1},...,{k_n} \in } \right)\) we shall mean the number ord \(\tau = \Sigma _{i = 1}^n{k_1 ...
M. V. Kondratieva, A. B. Levin, A. V. Mikhalev, E. V. Pankratiev   +3 more
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Systems of Algebraic Difference Equations

American Journal of Mathematics, 1933
Ritt, J. F., Doob, Joseph L.
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Set algebra — based algebraic evolutionary algorithm for binary optimization problems

Applied Soft Computing Journal, 2023
He Yichao, Seyedali Mirjalili
exaly  

Formalism of difference algebra

2022
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Difference Algebra

2008
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