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Guenther’s arguments can not solve the stability of Ricci flows because of the Ricci flow equation being not strictly parabolic, our previous paper first studied the stability of
In order to compute sums involving the inverses of binomial coefficients, using integrals is an effective
It is obvious that if the conditions of Theorem 2 are fulfilled, then the local solvability of problem (1), (2) guarantees its global solvability.. Therefore if the conditions
The first systematic study for the oscillation of all solutions of equation (1.1) for the case of constant coefficients and constant delays was made by Myshkis [18]. Since then a
Gupta, Solvability of a three-point boundary value problem for a second order ordi- nary differential equation, Journal of Mathematical Analysis and Applications , 168
Cao also investigated the fixed points of the solutions of high order complex differential linear equation with analytic coefficients in the unit disc and proposed that: How about
In this note, we study sufficient conditions for which we have the stability of Weyl’s theorems and property ( w ), under perturbations by finite rank operators, compact operators,
We focus on the stability behaviour and error analysis of one-leg methods with respect to nonlinear DDEs.. The new concepts of GR-stability, GAR-stability and weak GAR-stability
