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Monotone iteration for infinite systems of parabolic equations

Pudełko A.

Opuscula Mathematica

2005

Vol. 25, no. 2

307-318

In the paper the Cauchy problem for and infinite system of parabolic type equations is studied. The general operators of the parabolic type of second order with variable coefficients are considered and the system is weakly coupled. Among the obtained results there is a theorem on differential inequality as well as the existence and uniqueness theorem in the class of continuous-bounded functions obtained by monotone iterative method.