differential inequalities
Random differential inequalities and comparison principles for nonlinear hybrid random differential equations
... random differential equations of mixed perturbations of second type involving two nonlinearities and prove the basic result such as differential inequalities, existence theorem and maximal and ...
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Differential inequalities for a finite system of hybrid Caputo fractional differential equations
... fractional differential inequalities for a finite system of an initial value problem of hybrid fractional differential equations involving derivatives are proved with a linear perturbation of second ...
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Singular fractional integro differential inequalities and applications
... fractional differential inequalities of order 0 <a < 1 are ...Bihari-type inequalities for the integer order derivatives are extended to non-integer ...these inequalities are assumed to ...
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Differential inequalities and comparison theorems for first order hybrid integro-differential equations
... of differential and integral equations as special ...hybrid differential equations is implicit in the works of Krasnoselskii [9] and extensively treated in the several papers on hybrid differential ...
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On some differential inequalities in the unit disk with applications
... Abstract In this paper we obtain a number of interesting relations associated with some differential inequalities in the open unit disk, U = {z : |z| < 1}.. Some applications of the main [r] ...
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Abstract differential inequalities and the Cauchy problem for infinite dimensional linear functional differential equations
... Remark 4.8. Results similar to those stated above have been recently obtained in [10] for finite systems of linear functional differential equations determined by operators satis- fying certain positivity conditions (cf. ...
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Reverse Poincaré type inequalities for the weak solution of system of partial differential inequalities
... The weighted square integral inequalities for superharmonic functions are developed in []. There is also another important class of functions which are convex w.r.t. some variables but concave w.r.t. other ...
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Differential inequalities and the matrix Riccati equation
... general inequalities of Chapter 1 to symmetric matrix systems of differential equations and specifically to the matrix Riccati ...of differential equations in a matrix form, symmetric or otherwise, ...
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A necessary and sufficient condition for uniqueness of solutions of singular differential inequalities
... Not all of Condition II will be needed to prove sufficiency, and as in the the first order case, we show that our solution actually satisfies a much sharper estimate than 1.2.. However, [r] ...
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Differential inequalities method toth order boundary value problems
... Using the same argument as the proof of Lemma 2.3, it follows that under the conditions (A1) and (A2) , BVP (4.4) has a solution y(t) satisfying the two inequalities in the con- clusions of Lemma 2.3. Furthermore, ...
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Differential Inequalities for One Component of Solution Vector for Systems of Linear Functional Differential Equations
... The method to compare only one component of the solution vector of linear functional differential systems, which does not require heavy sign restrictions on their coefficients, is proposed in this paper. Necessary and su ffi ...
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Three Point Identities and Inequalities for n-time Differential Functions
... Abstract. Identities and inequalities are obtained involving n-time differen- tiable functions in terms of evaluations at an interior and at the end points. It is shown how previous work is recaptured as ...
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Low Carbon Transition as Vehicle of New Inequalities?:Risk Class, the Chinese Middle Class and the Moral Economy of Misrecognition
... Risk-class as an objective factor in social power and life-chances has been outlined regarding financial risk and environmental risk and its relation to the power of elites (Curran, 2015, 2016, 2018). Yet the literature ...
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Some New Gronwall-Bellmann Type Discrete Fractional Inequalities Arising in the Theory of Discrete Fractional Calculus
... sum inequalities, and based on them present some Volterra-Fredholm type discrete ...These inequalities are of new forms compared with the existing results in the literature, and can be used in the research ...
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A Note on Lyapunov-type Inequalities for Class Offractional Differential Equations
... "Lyapunov-type inequalities for a class of fractional differential equations", the authors have established the Lyapunov-type inequality for fractional boundary value problem of order ∝ ,3 <∝≤ ...
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Nonlinear impulsive differential and integral inequalities with integral jump conditions
... differential inequalities and integral inequalities with integral jump conditions for discontinuous functions are established using the method of successive ...
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Nonlinear impulsive differential and integral inequalities with nonlocal jump conditions
... integral inequalities with nonlocal integral jump conditions are presented in this ...integral inequalities; these inequalities have both nonlocal integral jump and weakly singular ...these ...
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Lyapunov type inequalities for a class of even order differential equations
... where a, b Î ℝ with a <b, and the constant 4 cannot be replaced by a larger num- ber, where and in the sequel q + (t) = max{q(t), 0}. Since then, there are many improve- ments and generalizations of (1.2) in some ...
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Impulsive differential and impulsive integral inequalities with integral jump conditions
... In this article, we establish some impulsive differential and impulsive integral inequalities for integral jump conditions. The new jump conditions for impulse effects are related to the integral conditions ...
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New weighted poincaré type inequalities for differential forms
... Poincar´e-type inequalities for di ff erential forms in any kind of domains, and the global weighted Poincar´e-type inequalities for differential forms in John ...
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