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In particular, assuming the temperature of the considered body to be constant throughout the material, i.e., depending on time, but independent of the space coordinates, the process
[22] A. Ostrovsky, The conjugacy problem of equation of parabolic and hyperbolic types where the boundary conditions certain derivatives with respect to time , Differents.
Yuan, Multiple positive solutions for the boundary value problem of a nonlinear fractional differential equation , Nonlinear Analysis 71
Zhang [17] have considered equation (1. 12) and obtained different results concerning the growth of its solutions, but the condition that the poles of every meromorphic solution of
In this paper, a class of third-order three-point boundary value problem on time scales is considered. Using monotone iterative technique and cone expansion and compression fixed
The analytical version is constructive. Two distinct contexts [isentropic; strictly anisentropic of a particular type] are considered for a hyperbolic system of a gasdy- namic type.
Key words: local one-dimensional scheme, the third boundary value problem, the heat equation, a priori estimate,
In contrast to linear simultaneous equations with only continuous endogenous variables in recursive multiple equation probit models with endogenous dummy regressors no
