General Mathematics, Vol. 9,nr. 1-2, 2001
Abstract:
We consider a system of partial differential equations of the first order such that
the conditions on derivatives imply that solutions are symmetric or even functions.
We apply Glaeser‘s generalization of the Newton theorem to find all
C ¥ solutions ofsuch system. These equations may be solved using the classical methods, however,
we would like to show how the important theorem of Glaeser has applications in
solving PDE‘s.
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