2000Journal of Mathematics and TechnologyRequires access

Some Maximum Subalgebras of the Matrix Algebra M_n(R)

Liu Tailin

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Abstract

In this paper, we construct some maximum subalgebras of the Matrix Algebra which dimension is not equal to n 2-n+1, and make out the problem supported by Li Libin in [1].

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What this paper is about

In this paper, we construct some maximum subalgebras of the Matrix Algebra which dimension is not equal to n 2-n+1, and make out the problem supported by Li Libin in [1].

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Available abstract

In this paper, we construct some maximum subalgebras of the Matrix Algebra which dimension is not equal to n 2-n+1, and make out the problem supported by Li Libin in [1].

Key concepts: Mathematics, Dimension (graph theory), Algebra over a field, Construct (python library), Matrix (chemical analysis), Pure mathematics, Combinatorics, Composite material

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