• Suche: Introduction to Numerical Methods for Variational Problems

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161

Level-set approach for Reachability Analysis of Hybrid Systems under Lag Constraints
Granato, Giovanni ; Zidani, Hasnaa

Mathematics - Optimizati...
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162

A new Banach spaces-based mixed finite element method for the coupled Navier–Stokes and Darcy equations.
Bermúdez, Isaac ; Gatica, Gabriel N. ; Silva, Juan P.
Journal of Computational & Applied Mathematics. Mar2026, Vol. 474, pN.PAG-N.PAG. 1p.

BANACH spaces FINITE element method NUMERICAL calculations VARIATIONAL principles PARTIAL differential equ... NAVIER-Stokes equations …
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163

Computational analysis method of the electromagnetic field propagation and deformation of conductive bodies.
Lavinsky, D. V. ; Zaitsev, Yu. I.
Electrical Engineering & Electromechanics; 2023, Issue 5, p77-82, 6p

ELECTROMAGNETIC fields ELECTROMAGNETIC forces DEFORMATIONS (Mechanics) FINITE element method NUMERICAL analysis
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164

Model reduction in space and time for ab initio decomposition of 4D variational data assimilation problems.
D'Amore, L. ; Cacciapuoti, R.
Applied Numerical Mathematics. Feb2021, Vol. 160, p242-264. 23p.

SHALLOW-water equations
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165

Truncated nonsmooth Newton multigrid for phase-field brittle-fracture problems, with analysis.
Gräser, Carsten ; Kienle, Daniel ; Sander, Oliver
Computational Mechanics; Nov2023, Vol. 72 Issue 5, p1059-1089, 31p

BRITTLE fractures TIME complexity LAGRANGE equations NEWTON-Raphson method EULER-Lagrange equations LOCAL history
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166

Bayesian inference for evidence accumulation models with regressors.
Dao, Viet Hung ; Gunawan, David ; Kohn, Robert ; et al.
Psychol Methods

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167

Dynamic term-by-term stabilized finite element formulation using orthogonal subgrid-scales for the incompressible Navier–Stokes problem.
Castillo, E. ; Codina, R.
Computer Methods in Applied Mechanics & Engineering. Jun2019, Vol. 349, p701-721. 21p.

STRUCTURAL stability NUMERICAL analysis FINITE element method
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168

A three-field based finite element analysis for a class of magnetoelastic materials.
Jin, Tao
Finite Elements in Analysis & Design. Jun2024, Vol. 233, pN.PAG-N.PAG. 1p.

VARIATIONAL principles NUMERICAL analysis BOUNDARY value problems FINITE element method DEFORMATION of surfaces MAGNETIC materials …
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169

An Introduction to Finite Element Methods for Inverse Coefficient Problems in Elliptic PDEs.
Harrach, Bastian
Jahresbericht der Deutschen Mathematiker-Vereinigung; Sep2021, Vol. 123 Issue 3, p183-210, 28p

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171

Variational Data Assimilation System for Operational Regional Models at Japan Meteorological Agency.
Yasutaka IKUTA ; Tadashi FUJITA ; Yukinari OTA ; et al.
Journal of the Meteorological Society of Japan. Dec2021, Vol. 99 Issue 6, p1563-1592. 30p.

ATMOSPHERIC models NUMERICAL weather foreca... DATABASES SUSTAINABLE design QUADRATIC forms
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172

XIV. Problems of the First Type with a Side Condition
Gould, S. H.
Variational Methods for Eigenvalue Problems : An Introduction to the Weinstein Method of Intermediate Problems (Second Edition).

Buch
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173

XV. Unified Treatment of Intermediate Problems
Gould, S. H.
Variational Methods for Eigenvalue Problems : An Introduction to the Weinstein Method of Intermediate Problems (Second Edition).

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174

A Banach spaces-based mixed-primal finite element method for the coupling of Brinkman flow and nonlinear transport.
Colmenares, Eligio ; Gatica, Gabriel N. ; Rojas, Juan C.
Calcolo; Nov2022, Vol. 59 Issue 4, p1-28, 28p

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175

XII. Intermediate Problems of the Second Type. the Bazley Special Choice
Gould, S. H.
Variational Methods for Eigenvalue Problems : An Introduction to the Weinstein Method of Intermediate Problems (Second Edition).

Buch
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176

NUMERICAL APPROXIMATION OF ORTHOGONAL MAPS.
CABOUSSAT, ALEXANDRE ; GLOWINSKI, ROLAND ; GOURZOULIDIS, DIMITRIOS ; et al.
SIAM Journal on Scientific Computing. 2019, Vol. 41 Issue 6, pB1341-B1367. 27p.

DIRICHLET problem NONLINEAR equations ALGORITHMS EIKONAL equation MATHEMATICAL decoupling
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177

Mixed variational formulations for structural topology optimization based on the phase-field approach.
Marino, Michele ; Auricchio, Ferdinando ; Reali, Alessandro ; et al.
Structural & Multidisciplinary Optimization. Oct2021, Vol. 64 Issue 4, p2627-2652. 26p.

STRUCTURAL optimization VARIATIONAL principles ALGORITHMS TOPOLOGY
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178

DISCONTINUOUS DEFORMATION ANALYSIS BASED ON VARIATIONAL INEQUALITY THEORY.
JIANG, WEI ; ZHENG, HONG
International Journal of Computational Methods; Jun2011, Vol. 8 Issue 2, p193-208, 16p

MATHEMATICAL inequalitie... ITERATIVE methods (Mathe... NUMERICAL solutions to e... CONTACT mechanics DEFORMATIONS (Mechanics) NUMERICAL analysis …
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179

A three-field mixed finite element method for the convective Brinkman–Forchheimer problem with varying porosity.
Caucao, Sergio ; Gatica, Gabriel N. ; Ortega, Juan P.
Journal of Computational & Applied Mathematics. Dec2024, Vol. 451, pN.PAG-N.PAG. 1p.

FINITE element method MONOTONE operators POROSITY OPERATOR theory BANACH spaces
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180

Self-adjoint singularly perturbed boundary value problems: an adaptive variational approach.
Khuri, S.A. ; Sayfy, A.
Mathematical Methods in the Applied Sciences. Jun2013, Vol. 36 Issue 9, p1070-1079. 10p.

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