FUNDAMENTALNAYA
I PRIKLADNAYA MATEMATIKA
(FUNDAMENTAL AND APPLIED MATHEMATICS)
1998, VOLUME 4, NUMBER 1, PAGES 317-332
E. Yu. Panov
Abstract
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In terms of a distribution function we give kinetic interpretation of
a measure valued solution to Cauchy problem
for a first order quasilinear
equation. The known results concerning generalized solutions
(in the class $L^\infty$ ) of the considered problem are
thus generalized. Besides we
describe ``kinetic''
solutions corresponding to strong measure valued
solutions (which form a class of existence and uniqueness for original
problem).
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Last modified: April 8, 1998