## Generalized Solutions of the Klein-Gordon Equation and Some Relativistic Equations in a Class of Tempered Distribotions (In Polish)

**Authors:** M.W.Kalinowski

The Cauchy initial value problem for the Klein-Gordon equation has been considered in a class of
tempered distributions using a notion of a section
of a distribution with a hyperplane. We consider also different linear PDE derivable from Klein-Gordon equation as Dirac, Proca ,Weyl and all the most important wave equations of relativistic quantum mechanics and quantum field theory. We consider also Maxwell equations.We consider also
classical Cauchy initial value problem for those
equations using obtained generalized results e.g.
for Maxwell equations.

**Comments:** 178 Pages. the paper is written in polish

**Download:** **PDF**

### Submission history

[v1] 2016-08-22 11:03:47

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