Recovery-based error estimation and adaptivity using high-order splines over hierarchical T-meshes

Mathematics

• Adaptivity 100%
• Error Estimation 86%
• Recovery 77%
• Spline 72%
• Degree of freedom 71%
• Refinement 69%
• Mesh 63%
• Order Continuity 59%
• Hierarchical Basis 59%
• Rational Spline 57%
• Higher Order 56%
• Singularity 55%
• Isogeometric Analysis 55%
• Adaptive Refinement 54%
• Polynomial Splines 49%
• Adaptive Method 47%
• Numerical Investigation 46%
• High-order Methods 46%
• Error Estimator 45%
• Computational Cost 40%
• Approximation 40%
• Rough 39%
• Tensor Product 35%
• Numerical Solution 27%
• Necessary 27%
• Simulation 25%
• Estimator 23%
• Performance 23%
• Generalization 20%

Physics & Astronomy

• splines 93%
• mesh 74%
• recovery 64%
• estimators 57%
• degrees of freedom 42%
• approximation 27%
• continuity 27%
• polynomials 23%
• costs 20%
• tensors 19%
• products 17%
• performance 11%
• simulation 10%

Engineering & Materials Science

• Splines 77%
• Error analysis 74%
• Recovery 53%
• Tensors 26%
• Polynomials 20%
• Costs 10%