Примеры использования Variational на Английском языке и их переводы на Русский язык
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Variational methods.
Gauge Theory and Variational Principles.
The program can be found in two different states:Repeat command mode variational.
Elements of the Field Theory: Variational Symmetries and Geometric Invariants.
Closed geodesics can be characterized by means of a variational principle.
The advantages of the variational method over the exact solution are demonstrated.
The data obtained were processed by the method of variational statistics.
His main research interests lie in variational methods of image processing, inverse and ill-posed problems.
Variational Methods in Mathematical Physics(article)// Vestnik KAFU: Educational Technologies.
Dominant Integrands Growth Estimates and Smoothness of Variational Functionals in Sobolev Spaces.
Fridberg, A Variational Principle for the Scattering Matrix in the Electromagnetic Coupling of Two Volumes, Soviet Physics Doklady, 11.
Poincaré also developed a general theory of integral invariants and solutions of the variational equations.
The sufficient conditions are formulated as a variational inequality, properties of which are thoroughly discussed.
Ten other packages added in areas such as three-dimensional contour plotting, variational calculus and music.
Cohomology of the variational bicomplex leads to the global first variational formula and first Noether's theorem.
Examples of typical CAD applications heavily based on constraints(exploiting variational modeling paradigm) include.
Variational margin is the intermediate result of a transaction, which is calculated and credited daily or debited from the account.
Fet's main areas of interest in mathematics are variational calculus and topology, including applications to geometry and calculus.
A novel functional in the Laplace-transform domain is developed which uses three-dimensional thermoelasticity problem equations as the Euler equations of corresponding variational problem.
Extended to graded manifolds, the variational bicomplex provides description of graded Lagrangian systems of even and odd variables.
The energy level and the wave function of the ground state are determined by the exact method and the variational Ritz method in wide ranges of parameters of the well.
Based on the methods of variational statistics, quantitative variability of morphological traits in F2 and F3 generations of intervarietal hybrids was investigated.
On the basis of comparison of described models is summarized,what optimal schema of management of regulation processes of plants is found as a result of application of variational approach.
This material was fundamential for further lectures: about variational autocoders, Bayesian methods in reinforcement learning, Bayesian regularization of neural networks, etc.
The posterior can be approximated even without computing the exact value of P( B){\displaystyle P(B)}with methods such as Markov chain Monte Carlo or variational Bayesian methods.
For ecological models, approaches, such as variational adjoint methods, have been used to estimate parameter sets, improve model structure and investigate model complexity.
One cannot rely on determinants to show existence of eigenvalues, butone can use a maximization argument analogous to the variational characterization of eigenvalues.
Extended to graded manifolds, the variational bicomplex provides the strict mathematical formulation of Lagrangian classical field theory and Lagrangian BRST theory.
Ilya Tolstikhin acquainted listeners with a common approach for understanding two populardeep probabilistic models today: generative adversarial networks and variational autocoders.
A variational approach is proposed that allows one to obtain in a regular way a sequence of improvable upper bounds for the ground-state energy of various polaron models confined in an external electrostatic potential.