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math.GM2013
Integral of Map into Abelian -group
Aleks Kleyn
The common in ring, module and algebra is that they are Abelian group with respect to addition. This property is enough to study integration. I treat integral of measurable map int…
math.GM2013
Normed Ω-Group
Aleks Kleyn
Since sum which is not necessarily commutative is defined in Ω-algebra A, then Ω-algebra A is called Ω-group. I also considered representation of Ω-group. Norm defined in Ω-group a…
math.GM2013★ 3 cited
Polynomial over Associative D-Algebra
Aleks Kleyn
In the paper I considered algebra of polynomials over associative D-algebra with unit. Using the tensor notation allows to simplify the representation of polynomial. I considered q…