Abstract
Some Results of Cubic Family of Pseudo Differential Operators
Highlights
Pseudo-differential operators developed from the theory of singular integral operators, and it provides a unified treatment of differential and integral operators
The class of pseudo differential operators form an algebra, and the operations of composition, transposition and adjoining of operators can be analyzed by algebraic calculations of the corresponding symbols, which permit us to have a facilities in the treatment of this kind of operators
We study rays of decreasing polynomial for L−1(λ) for the quadratic and cubic families, we note that the results for quadratic family was already done in [5], we give here the same result for the cubic family
Summary
Pseudo-differential operators developed from the theory of singular integral operators, and it provides a unified treatment of differential and integral operators. Some Results of Cubic Family of Pseudo Differential Operators Fatima Yaseen Taha and Fatima Mohammed Aboud has nontrivial solution x, where A is n × n matrix.
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