[PDF] Top 20 $(\varphi_1, \varphi_2)$-variational principle
Has 5348 "$(\varphi_1, \varphi_2)$-variational principle" found on our website. Below are the top 20 most common "$(\varphi_1, \varphi_2)$-variational principle".
$(\varphi_1, \varphi_2)$-variational principle
... Let (X, k · k) be a Banach space. Let f be a real-valued function defined on X, lower semicontinuous and bounded below. Let P be a class of functions in X which serves as a source of possible pertur- bations for f. By a ... See full document
11
Critical Point Theorems and Ekeland Type Variational Principle with Applications
... We introduce the notion of λ-spaces which is much weaker than cone metric spaces defined by Huang and X. Zhang 2007. We establish some critical point theorems in the setting of λ-spaces and, in particular, in the setting ... See full document
21
Variational principle for determining the stress strain state of porous bodies
... Variational Principle, Porous Bodies, Artificial Materials, Stability of Thin-Walled Constructions, Mathematical Difficulties, Stability problems, Euler Equations, boundary Conditions, Instantaneous ... See full document
5
Quantum Variational Principle and quantum multiform structure: the case of quadratic Lagrangians
... tional principle involves variations not only with respect to the field variables, but also with respect to the geometry in the space of independent ...new variational principle by means of quantum ... See full document
39
On The Variational Principle and Entropy of Rotation Sets in Dynamical Systems
... Abstract.In this study,we firstly introduce Misiurewicz and Zieman’s rotation number androtation set. Secondly, based onBowen’ topologystudies,using definition of rotation entropy function, Spectrum of rotation entropy ... See full document
8
On the Crucial Role of the Variational Principle in Quantum Theories
... e . The second section discusses hierarchical relations between physical theories and the significance of the correspondence principle. The role of the variational principle in the structure of ... See full document
11
The Eikonal Equation for Metamaterials Optics from a Moving Boundary Variational Principle
... Abstract—The eikonal equation for inhomogeneous anisotropic metamaterials with equal relative permittivity and permeability tensors ( ¯¯ ε(r) = ¯¯ µ(r)) is derived from a free boundary variational ... See full document
7
Dynamic Analysis of Rectangular Isotropic Plates Using Weak-Form Variational Principle
... weak-form variational principle to determine the natural frequencies of thin rectangular isotropic plate with various boundary ...weak-form variational statement on the integral function of the plate ... See full document
13
A generalization of Ekeland’s variational principle by using the τ distance with its applications
... Let X be a given set and f : X × X → R be a given function. An equilibrium problem is finding x ∈ X such that f (x, y) ≥ , for all y ∈ X. We may abbreviate this problem with EP from now on. In this section, we intend to ... See full document
7
Vectorial form of Ekeland-type variational principle
... Ekeland’s variational principle related to equilibrium ...Ekeland-type variational principles in the setting of quasi-metric spaces with a ...tor variational principle for monotonically ... See full document
11
Onsager's variational principle in soft matter
... the variational principle is an extension of Rayleigh’s principle of the least energy dissipation ...dissipation principle is well known in various linear systems such as viscous flow in ... See full document
9
Variational Principle in the Quantum Statistical Theory
... the variational me- thod for their ...a variational principle for thermodynamic potential which is functional of these matrices that pro- vides a thermodynamic consistency of the ...a ... See full document
17
Group Analysis and Variational Principle for Nonlinear (3+1) Schrodinger Equation
... The generators of the admitted variational Lie symmetry groups are derived and conservation laws for the conserved currents are obtained via Noether‘s theorem. Moreover, the consistency of a functional integral ... See full document
8
Variational Principle in an Expanding Universe
... Besides, our theory being built on the lattices of field at massive coupling is coherent with the EP and can solely express a relativistic cosmology. Correlating the mass to space this theory “completes” the GR: the mass ... See full document
44
Generalized Ekeland’s variational principle with applications
... Ekeland [1] was first to study EVP. EVP is a theorem that shows that for some optimiza- tion problems there exist nearly optimal solutions. In this paper, we study the concept of Γ -distances defined on a q-F-m space which ... See full document
13
Existence of Weak Solutions for a Nonlocal Problem Involving the p(x) Laplace Operator
... real-valued function, M is a continuous function which obey some specific conditions. The purpose of the present paper is to find a nontrivial weak solution for a p (x)-Kirchhoff-type equation (P) in the variable exponent ... See full document
6
Structure Preserving Integrators and Hamel's Equations.
... the variational principle that we identify v(t) with the time-derivative of position ˙ q(t) and p(t) with the corresponding mo- mentum via a Legendre ... See full document
86
Magnetohydrodynamic (MHD) mixed convective flow and heat transfer over an inclined plate with radiation effect
... genuine variational principle developed by Gyarmati, in the field of thermodynamics of irreversible processes unifying the theoretical requirements of technical, environmental and biological sciences is ... See full document
7
Stochastic linear quadratic control problem of switching systems with constraints
... To construct the optimality condition of LQ problem ()-() with the right endpoint con- straints (), the above mentioned problem by using Ekeland’s variational principle [] is converted into a sequence ... See full document
10
The Development of the Multi-body System Dynamics theory and the Absolute Nodal Coordinate Formulation
... Reissner variational principle is introduced into shear stiffness, can be found in the ...Reissner variational principle to avoid the shear locking problems, assumes that the strain field ... See full document
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