[PDF] Top 20 On some boundary value problems with non-local and periodic conditions

... concern non-local and periodic boundary value ...these problems such that the functions satisfy the growth ...a boundary value problem with periodic and ... See full document

... with non local boundary conditions, this attention was driven by the needs from applications both in industry and ...initial boundary value problems with nonlocal ... See full document

... consider some boundary value problems (BVP) for fractional order partial differential equations (FPDE) with non-local boundary ...these problems are pre- sented as ... See full document

... In this paper, we applied the new iterative method by Versha & Sachin (2008) and modified new iterative method (MNIM) by Yaseen & Samraiz (2012) for solving linear and nonlinear initial boundary ... See full document

... study periodic boundary value problems of fractional semilinear integro-differential equations with non-instantaneous impulses in Banach ...sufficient conditions on the existence of ... See full document

... INTRODUCTION Fourth order boundary value problems arise in the study of the equilibrium of an.. elastic beam under an external load, e.g., see.[r] ... See full document

... where f : [, ] × R × R → R is continuous. PBVP ()-() models the deformations of an elastic beam in equilibrium state with a periodic boundary condition. Owing to its im- portance in physics, the ... See full document

... Combining some sign conditions and the lower and upper solution method, we obtain the existence of solutions when there exists one lower solution or one upper ... See full document

... Boundary value problems, including the φ-Laplacian operator, have received a lot of attention with respect to the existence and multiplicity of ...such problems with Dirichlet, Neumann or ... See full document

... many non-intersecting substrips and discrete sums of their contributions relates to the value of the unknown function at a nonlocal point ζ (η < ζ < ξ ) on the ... See full document

... Superlinear problems with classical boundary value conditions have been considered in many papers, particularly in the second and fourth order cases, with either periodic or separated ... See full document

... Agarwal, RP, Ahmad, B: Existence theory for anti-periodic boundary value problems of fractional differential equations and inclusions.. Ahmad, B, Nieto, JJ, Pimentel, J: Some boundary val[r] ... See full document

... of periodic boundary value problems for second-order impulsive integro-differential equations with integral jump ...jump conditions and prove some new maximum ... See full document

... arbitrary non-integer order ...(boundary) value problems are the main topics of fractional differential equations; see [1–23] and the references ...obtained some existence and uniqueness ... See full document

... under some parity conditions on the ...discrete boundary value problems, see Kelley and Peterson 18 , Agarwal and O’Regan 19 , Rachunkova and Tisdell 20 , Yu and Guo 21 , Atici and ... See full document

... For (.), condition (A) in Theorem . implies that f (t, x) ≡ g(x) for (t, x) ∈ J × [–M, M]. It follows that (.) has infinitely many solutions (x ≡ C ∈ [–M, M] is the solution of (.)). At this point, Theorem . ... See full document

... on boundary value problems of nonlinear fractional-order differential equations, inclusions and coupled systems supple- mented with a variety of anti-periodic (and anti-periodic type) ... See full document

... But this implies that x(t) ≥ 0, x ∆ (t) ≥ 0, and x ∆∆ (t) ≥ 0 for all t ≥ c. Similarly we could obtain that if d is a generalized zero where the function x(t) comes from positive to neg- ative values, then x(t) ≤ 0 for ... See full document

... Many important special equations which appear in physics, such as Airy’s equation, Bessel’s equation, wave equation, heat equation, Schrödinger’s equation, Heun’s equation, advection-dispersion equation, etc., are ... See full document

... of problems: (i) the Riemann boundary value problem for periodic sectionally holomorphic functions with periodic closed contour or quasi-closed contour as jump curves; (ii) the Hilbert ... See full document