Keywords: خطای پیشین برآورد می شود; Thermoviscoelasticity; Contact; Green-Lindsay theory; Existence and uniqueness; Finite elements; A priori error estimates;
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Keywords: خطای پیشین برآورد می شود; Optimal control; Parabolic equations; Space-time spectral method; A priori error estimates;
Keywords: خطای پیشین برآورد می شود; Time two-mesh finite element algorithm; Time fractional water wave model; Stability; A priori error estimates; CPU time;
Keywords: خطای پیشین برآورد می شود; Boundary element method; Variational inequality; Mixed method; A priori error estimates; Wave equation;
Keywords: خطای پیشین برآورد می شود; In situ-biodegradation; Porous media; Non linear diffusive flux; Darcy law; Stream function-vorticity formulation; A priori error estimates;
Keywords: خطای پیشین برآورد می شود; Mixtures; Thermoelasticity with two temperatures; Finite elements; A priori error estimates; Numerical simulations;
Keywords: خطای پیشین برآورد می شود; Surface PDE; Darcy problem; Cut finite element method; Stabilization; Condition number; A priori error estimates;
Keywords: خطای پیشین برآورد می شود; Nitsche method; Composite surfaces; Laplace-Beltrami operator; A priori error estimates;
Keywords: خطای پیشین برآورد می شود; 65M60; 65M85; Cut finite elements; Fictitious domain; Nitsche's method; A priori error estimates; Multipatch surface; Laplace-Beltrami operator;
Keywords: خطای پیشین برآورد می شود; Poisson–Nernst–Planck equations; Finite element method; A priori error estimates; Semi-discretization; Full discretization; Crank–Nicolson scheme
Keywords: خطای پیشین برآورد می شود; Surface PDE; Laplace–Beltrami operator; Cut finite element method; Stabilization; Condition number; A priori error estimates
Keywords: خطای پیشین برآورد می شود; A priori error estimates; Boundary observations; Finite elements; Mixed finite elements; Optimal control problems
Keywords: خطای پیشین برآورد می شود; Dynamic thermoviscoelastic contact; Second sound; Energy decay; Finite element approximation; A priori error estimates; Numerical simulations
Keywords: خطای پیشین برآورد می شود; Time-fractional fourth-order PDE; Mixed finite element method; Caputo-fractional derivative; Finite difference scheme; Stability; A priori error estimates
Keywords: خطای پیشین برآورد می شود; Newton’s method; Semilocal convergence; The Newton–Kantorovich theorem; Majorizing sequence; A priori error estimates; Conservative problem
Keywords: خطای پیشین برآورد می شود; 49N10; 49K20; 65M60; 65M15Optimal control problems; Unsteady diffusion–convection–reaction equation; Variational time discretization; A priori error estimates
Keywords: خطای پیشین برآورد می شود; Two temperatures; Thermoviscoelasticity; Dynamic contact problem; Finite element approximation; A priori error estimates; Numerical simulations;
Keywords: خطای پیشین برآورد می شود; Inverse problem; Cauchy problem; Data completion; Boundary condition identification; Noise; A priori error estimates;
Keywords: خطای پیشین برآورد می شود; High order Partial Differential Equations; Isogeometric Analysis; A priori error estimates; Navier-Stokes equations; Stream function formulation;
A priori and a posteriori error estimates of H1-Galerkin mixed finite element methods for optimal control problems governed by pseudo-hyperbolic integro-differential equations
Keywords: خطای پیشین برآورد می شود; Pseudo-hyperbolic integro-differential equations; Optimal control problems; A priori error estimates; A posteriori error estimates; H1-Galerkin mixed finite element methods; 49J20; 65N30;
Two-grid methods for expanded mixed finite element approximations of semi-linear parabolic integro-differential equations
Keywords: خطای پیشین برآورد می شود; Semi-linear parabolic integro-differential equations; Expanded mixed finite element method; A priori error estimates; Two-grid scheme; Superconvergence;
Predictor-corrector p-Â and hp-versions of the finite element method for Poisson's equation in polygonal domains
Keywords: خطای پیشین برآورد می شود; 35A15; 35B65; 35J05; 65N30; Poisson equation; Singularities; Finite element methods; A priori error estimates;
New elliptic projections and a priori error estimates of H1-Galerkin mixed finite element methods for optimal control problems governed by parabolic integro-differential equations
Keywords: خطای پیشین برآورد می شود; Parabolic integro-differential equations; Optimal control problems; A priori error estimates; Elliptic projections; H1-Galerkin mixed finite element methods; 49J20; 65N30,;
Superconvergence of the discontinuous Galerkin method for nonlinear second-order initial-value problems for ordinary differential equations
Keywords: خطای پیشین برآورد می شود; Nonlinear second-order ordinary differential equations equation; Discontinuous Galerkin method; A priori error estimates; Superconvergence;
An interior penalty discontinuous Galerkin finite element method for quasilinear parabolic problems
Keywords: خطای پیشین برآورد می شود; Quasilinear parabolic problems; Perturbed parabolic p-Laplace problem; Interior penalty discontinuous Galerkin method; Stability estimates; A priori error estimates
A priori and a posteriori error estimates of H1H1-Galerkin mixed finite element methods for elliptic optimal control problems
Keywords: خطای پیشین برآورد می شود; Elliptic equations; Optimal control problems; A priori error estimates; A posteriori error estimates; H1H1-Galerkin mixed finite element methods
Extending the applicability of Newton's method for k-Fréchet differentiable operators in Banach spaces
Keywords: خطای پیشین برآورد می شود; Newton's method; Semilocal convergence; The Newton-Kantorovich theorem; Majorizing sequence; A priori error estimates; Hammerstein integral equation;
Analysis of dynamic nonlinear thermoviscoelastic beam problems
Keywords: خطای پیشین برآورد می شود; Nonlinear thermoviscoelasticity; Dynamic contact; Energy decay; Existence of weak solutions; Finite element approximation; A priori error estimates; Numerical simulations
A stabilized Lagrange multiplier method for the enriched finite-element approximation of Tresca contact problems of cracked elastic bodies
Keywords: خطای پیشین برآورد می شود; X-FEM; Tresca friction; Mixed formulation; A priori error estimates; Local projection stabilization method
Two simple finite element methods for Reissner–Mindlin plates with clamped boundary condition
Keywords: خطای پیشین برآورد می شود; Reissner–Mindlin plate; Finite element; Lagrange multiplier; Biorthogonality; A priori error estimates
A modification of the classic conditions of Newton–Kantorovich for Newton’s method
Keywords: خطای پیشین برآورد می شود; Newton’s method; Kantorovich’s technique; Semilocal convergence; Majorizing sequence; A priori error estimates; Hammerstein integral equation
A mass-conservative characteristic FE scheme for optimal control problems governed by convection–diffusion equations
Keywords: خطای پیشین برآورد می شود; Mass-conservative characteristic finite element; Optimal control problems; Convection–diffusion equations; A priori error estimates
A priori and a posteriori analysis of the meshless Galerkin boundary node method for three-dimensional elasticity
Keywords: خطای پیشین برآورد می شود; Meshless method; Galerkin boundary node method; Elasticity; A priori error estimates; A posteriori error estimates; Adaptive algorithm;
New six-node and seven-node hexagonal finite elements
Keywords: خطای پیشین برآورد می شود; Nonconforming finite element; Hexagonal element; Patch test; F-E-M test; Consistency error; A priori error estimates;
An Ulm-type method with RR-order of convergence three
Keywords: خطای پیشین برآورد می شود; Nonlinear equations in Banach spaces; Iterative method; Efficiency index; Computational efficiency; Semilocal convergence; A priori error estimates; Order of convergence; Region of accessibility; Boundary value problem
Characteristic mixed finite element approximation of transient convection diffusion optimal control problems
Keywords: خطای پیشین برآورد می شود; Characteristic mixed finite element; Optimal control; Transient convection diffusion equations; A priori error estimates
A characteristic-mixed finite element method for time-dependent convection–diffusion optimal control problem
Keywords: خطای پیشین برآورد می شود; Optimal control; Characteristic-mixed finite element; Convection–diffusion equations; A priori error estimates
Numerical analysis of an energy-like minimization method to solve the Cauchy problem with noisy data
Keywords: خطای پیشین برآورد می شود; Inverse problem; Noisy Cauchy problem; Data completion; Boundary condition identification; Finite element method; A priori error estimates
Error estimates for parabolic optimal control problem by fully discrete mixed finite element methods
Keywords: خطای پیشین برآورد می شود; A priori error estimates; Parabolic equations; Optimal control problem; Fully discrete mixed finite element methods; Gronwall's Lemma
An extension of Gander’s result for quadratic equations
Keywords: خطای پیشین برآورد می شود; 34B15; 65J15Nonlinear equations in Banach spaces; Iterative methods; Semilocal convergence; Majorant sequences; A priori error estimates; RR-order of convergence; Quadratic equation; Integral equation; Partial differential equation
A characteristic finite element method for optimal control problems governed by convection–diffusion equations
Keywords: خطای پیشین برآورد می شود; 49J20; 65M15; 65M25; 65M60Characteristic finite element method; Optimal control problems; Convection–diffusion equations; Pointwise inequality constraints; A priori error estimates
A priori and a posteriori error analyses in the study of viscoelastic problems
Keywords: خطای پیشین برآورد می شود; 74D05; 74S05; 65M15; 65M60Viscoelasticity; Fully discrete approximations; A posteriori error estimates; A priori error estimates; Finite elements
Improving the efficiency index of one-point iterative processes
Keywords: خطای پیشین برآورد می شود; 34B15; 47H99; 65J15Nonlinear equations in Banach spaces; Semilocal convergence; Recurrence relations; A priori error estimates; RR-order of convergence; Multipoint iterations; Boundary value problem
Toward a unified theory for third R-order iterative methods for operators with unbounded second derivative
Keywords: خطای پیشین برآورد می شود; Nonlinear equations in Banach spaces; Iterative methods; Semilocal convergence; Majorant sequences; A priori error estimates; R-order of convergence; Integral equation;
A priori error estimates for elliptic optimal control problems with a bilinear state equation
Keywords: خطای پیشین برآورد می شود; Optimal control; Control constraints; Bilinear equations; Finite elements; A priori error estimates
Streamline diffusion method for treating coupling equations of hyperbolic scalar conservation laws
Keywords: خطای پیشین برآورد می شود; Streamline diffusion method; Finite element method; A priori error estimates; Coupling equations; Basic stability estimate
Convergence of a MFE–FV method for two phase flow with applications to heap leaching of copper ores
Keywords: خطای پیشین برآورد می شود; Convection dominated-diffusion problem; Two phase flow in porous media; Combined MFE–FV; A priori error estimates; Heap leaching
Analysis of semi-implicit DGFEM for nonlinear convection–diffusion problems on nonconforming meshes
Keywords: خطای پیشین برآورد می شود; Nonlinear convection–diffusion equation; Discontinuous Galerkin finite element method; Nonsymmetric treatment of stabilization terms – NIPG method; Interior and boundary penalty; Semi-implicit scheme; A priori error estimates; Experimental order of conver
Convergence analysis of a discontinuous finite element formulation based on second order derivatives
Keywords: خطای پیشین برآورد می شود; Discontinuous Galerkin methods; A priori error estimates
On the R-order of the Halley method
Keywords: خطای پیشین برآورد می شود; Nonlinear equations in Banach spaces; Halley's method; Semilocal convergence theorem; Recurrence relations; A priori error estimates; R-order of convergence;