Mathematics – Analysis of PDEs
Scientific paper
2012-02-08
Turkish Journal of Mathematics, vol. 35 (2011), pp. 687-694
Mathematics
Analysis of PDEs
12 pages, already published in Turkish Journal of Mathematics
Scientific paper
10.3906/mat-1006-404
We present a solution of the Weiss operator family generalized for the case of $\mathbb{R}^{d}$ and formulate a d-dimensional analogue of the Weiss Theorem. Most importantly, the generalization of the Weiss Theorem allows us to find a sub-set of null class functions for a partial differential equation with the generalized Weiss operators. We illustrate the significance of our approach through several examples of both linear and non-linear partial differential equations.
Borisenok Sergei
Demirer M.
Erkut Hakan M.
Polatoglu Y.
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