ON FINITE DIMENSIONAL ALGEBRAS WHICH ARE SUMS OF TWO SUBALGEBRAS
Author/Authors :
Tamer Kosan, M Department of Mathematics - Faculty of Sciences Gazi - University Ankara, Turkey , Zemlicka, Jan Department of Algebra Charles - Faculty of Mathematics and Physics Sokolovska - University in Prague, Czech Republic
Pages :
14
From page :
131
To page :
144
Abstract :
In this paper, we give a general method of the construction of a
3-dimensional associative algebra R over an arbitrary field F that is a sum of
two subalgebras R1 and R2 (i.e. R = R1 + R2).
