The second-order condition, ∂H/∂τ
Sequential evolution conformable differential equations of second order with nonlocal condition
... Abstract In this paper, we investigate second order evolution differential equation in the frame of sequential conformable derivatives with nonlocal condition. First, we establish Duhamel’s formula in ...
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New homoclinic solutions for a class of second-order Hamiltonian systems with a mixed condition
... Abstract In this paper, we introduce a new mixed condition to obtain a new compact embedding theorem. Under this theorem, we study the existence and multiplicity of nontrivial homoclinic solutions for a class of ...
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Boundary value problems for second-order elliptic operators satisfying a Carleson condition
... VMO. The Carleson condition arises naturally here; the function v = u ◦ Φ for the mapping Φ : R n + → {X = (x, t); t > φ(x)} defined by (4.10) solves an elliptic equation in R n + with coefficients satisfying ...
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Optimal partial regularity of second-order parabolic systems under natural growth condition
... of second-order nonlinear parabolic systems under a natural growth condition when m > 2, and obtain a general criterion for a weak solution to be regular in the neighborhood of a given ...
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Homoclinic solutions for a second order p Laplacian functional differential system with local condition
... some second-order ordinary differential systems has been extensively investigated because of its background in applied science (see [–] and the references cited ...
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Multiple homoclinic orbits for second order discrete Hamiltonian systems without symmetric condition
... the second order self-adjoint discrete Hamiltonian system [p(n) u(n – 1)] – L(n)u(n) + λ a(n)∇G(u(n)) + μ b(n)∇ F(u(n)) = 0, where p,L : Z → R N×N are both positive definite for all n ∈ Z, and no symmetric ...
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Generalized H-differentiability for solving second order linear fuzzy differential equations
... the second order fuzzy differential equations (FDE) with fuzzy initial value, under strongly generalized H-differentiability is ...first order fuzzy differential equations by extending 1-cut ...
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Global structure of positive solutions for second order difference equation with nonlinear boundary value condition
... The development in numerical analysis has propelled interest in difference equations and their relationship to their differential counterparts. The theory of discrete nonlin- ear boundary value problems has often been ...
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Generalized Hyers-Ulam stability of second order linear ordinary differential equation with initial condition
... of Second Order, Li and Yan [8, 9] also investigated the Hyers-Ulam Stability of nonhomogeneous Linear Dif- ferential Equations of Second ...Exact Second-Order Linear Differential ...
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RETRACTED ARTICLE: Landesman Lazer type condition for second order differential equations at resonance with impulsive effects
... Abstract In this paper, we study the existence of periodic solutions of second-order impulsive differential equations at resonance. We prove the existence of periodic solutions under a generalized ...
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FEM-Ddm with an Efficient Second-Order Transmission Condition in Both High-Frequency and Low-Frequency Applications
... novel second-order transmission condition is developed in the framework of non-conformal finite element domain decomposition method to meet the challenges brought by complex and large-scale ...
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Second order beliefs models of choice under imprecise risk: Nonadditive second order beliefs versus nonlinear second order utility
... [P(A) ≥ P(B) ∀P ∈ P ] ⇒ ρ P (A) ≥ ρ P (B) Thus, ρ P aggregates available information in a way satisfying a unanimity property: if in all scenarios A is more likely than B, then the decision maker will be more willing ...
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Lazer-Leach type condition for second order differential equations at resonance with impulsive effects via variational method
... hold. Then problem (.) has at least one π -periodic solution. Remark . It is easy to find a function g(x) such that (g) is not satisfied and (H ) holds. For example, we can take g(x) = cosx. Hence, Corollary ...
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Improving Speaker Identification Performance Under the Shouted Talking Condition Using the Second Order Hidden Markov Models
... talking condition; however, they suffer sharp degradation under the shouted talking ...the second-order hidden Markov models (HMM2s) have been used to improve the recognition performance of ...
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1.2 Second-order systems
... Initial condition response (x 0 = 0, v 0 = 1) for second-order system with k = 1 N/m, b = 2 N-sec/m, and where m takes the values m = 1, 5, 50, 500 ...
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ω h (t) = Ae t/τ. (3) + 1 = 0 τ =.
... previous examples, we must resort to numerical solution. In Matlab, the ODE solver is the built–in function ode45 which works in systems that we will consider in this class. At present, we will describe how to use ode45 ...
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TauSpinner: a tool for simulating CP effects in $$ H \rightarrow \tau \tau $$ H → τ τ decays at LHC
... featuring τ lep- tons produced from intermediate state W , Z , Higgs bosons are ...the τ lep- tons (also ν τ in case of W mediated processes) and τ decay products ...the τ + τ − ...
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Search for Standard Model Higgs boson in H → τ+τ− decay with the ATLAS detector
... the H → τ + lep τ − lep and H → τ + lep τ − had channels, thus normalizations are obtained from control regions, de- fined by inverting the m T cut and requiring at least one jet ...
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The Order of Generalized Hypersubstitutions of Type τ=(2)
... type τ n i i∈I , for short, a generalized hypersubstitution is a mapping σ which maps each n i -ary operation symbol of type τ to the set W τ X of all terms of type τ built up by operation ...
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Search for the Standard Model Higgs boson in H → τ+ τ− decays in proton-proton collisions with the ATLAS detector
... 4 Di-tau mass reconstruction The tau-pair invariant mass is the final discriminating observable used for this analysis. The di-tau mass is reconstructed by means of the Missing Mass Calculator (MMC) [9], except for 7 TeV ...
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