
doi: 10.1007/bf02416967
Part I deals with the problem of determining sufficient conditions under which the sum of two m-accretive operators on a closed convex set Q1 is m-accretive on Q1. Part II is concerned with the initial value problem: u′+Au+g(u)=v, u(0)=u0. Applications are given to the Boltzmann equation.
Integro-partial differential equations, Differential equations in abstract spaces, Equations involving nonlinear operators (general), Monotone operators and generalizations
Integro-partial differential equations, Differential equations in abstract spaces, Equations involving nonlinear operators (general), Monotone operators and generalizations
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