Mathematics
Finite Element Method
100%
Eigenvalue
25%
Fourth-Order
25%
Approximate Solution
23%
Shape Function
18%
Convergence Order
15%
Smooth Function
14%
Asymptotic Expansion
12%
Poisson Problem
12%
Boundary Value Problems
12%
Iterative Scheme
12%
Approximability
12%
Mesh Generation
12%
Positive Integer
12%
Differential Equation
12%
Numerical Integration
12%
Linear Functionals
12%
Error Estimate
11%
One Dimension
7%
Polynomial
6%
Diagonal Element
6%
Spline
6%
Approximate Eigenvector
6%
Finite Element Approximation
6%
Asymptotics
6%
Variational Principle
6%
Lagrangian Formulation
6%
Mathematical Analysis
6%
Solving Partial Differential Equation
6%
Mathematical Theory
6%
Optimality
6%
Bounded Variation
6%
Nonlinear Systems Of Equations
6%
Dependent Problem
6%
Partition of Unity
6%
Bounded Variation Function
6%
Two-Point Boundary Value Problem
6%
Partial Differential Operator
6%
Extended Finite Element Method
6%
Approximates
5%
Keyphrases
Simplified Algorithm
12%
Non-constant Coefficient
12%
Galerkin Meshless Method
12%
Nonsmooth Interface
12%
Fourth-order Differential Equations
12%
Asymptotic Expansions of Integrals
12%
Eigenvalue Approximation
12%
Numerical Quadrature
12%
Finite Element
12%
P-version Finite Element Method
12%
Strongly Stable
12%
Meshless Method
12%
Unified Approach
12%
Generalized Finite Element Method
12%
Superconvergence
12%
Generalized FEM
12%
Stable Generalized FEM
12%
3D Fracture
12%
Linear Functional
12%
Meshless
12%
Acousto-optics
12%
Crack Singularity
12%
Time-varying Inputs
12%
Feedback Time
12%
Fourth-order Boundary Value Problem
12%
Solution of Differential Equations
12%
Non-smooth Coefficients
12%
Superconvergence Points
9%
Stress Intensity Factor
9%
Numerical Integration Rule
8%
Green's Formula
8%
Numerical Integration Scheme
6%
Optimal Convergence Rate
6%
Asymptotic Convergence Rate
6%
Mesh Generation
6%
Nonlinear Equations
6%
Enrichment Strategy
6%
Mechanical Problems
6%
Approximate Eigenvalue
6%
Quadrature Rules
6%
Partition of Unity
6%
Quantity of Interest
6%
Load Vector
6%
Function Approximation
6%
Piecewise Polynomial
6%
Over-integration
6%
Energy Norm
6%
Square Pulse
6%
Regularity Assumption
6%
Algebraic Accuracy
6%
Engineering
Finite Element Method
50%
Eigenvalue
25%
Eigenvector
12%
Eigenpairs
12%
Meshless Method
12%
Fracture Mechanics
12%
Stress-Intensity Factor
12%
Functionals
12%
Numerical Integration
12%
Approximation Space
6%
Right-Hand Side Vector
6%
Finite Element Approximation
6%
Nodes
6%
Early Work
6%
Bistables
6%
Period Map
6%
Load Vector
6%
Output Period
6%
Square Pulse
6%
Energy Norm
6%
