APPROXIMATION ALGORITHM

COMPLETENESS IN DIFFERENTIAL APPROXIMATION CLASSES

Complexity / Optimization Problem / APPROXIMATION ALGORITHM / MFCS / Approximate Algorithm / Completeness / Mathematical Foundations of Computer Science / Completeness / Mathematical Foundations of Computer Science

COMPLETENESS IN DIFFERENTIAL APPROXIMATION CLASSES

Complexity / Optimization Problem / APPROXIMATION ALGORITHM / MFCS / Approximate Algorithm / Completeness / Mathematical Foundations of Computer Science / Completeness / Mathematical Foundations of Computer Science

Facility location problems: A parameterized view

Applied Mathematics / Operations Research / Computational Biology / Combinatorics / Biology / Facility Location / Optimization / Algorithmics / Document processing / APPROXIMATION ALGORITHM / Variety / NP / Approximate Algorithm / Linear Approximation / Exact Algorithm / Point of View / Discrete Applied Mathematics / LINEAR PROGRAM / Nova / Heuristic algorithm / NP-completeness / Facility Location / Optimization / Algorithmics / Document processing / APPROXIMATION ALGORITHM / Variety / NP / Approximate Algorithm / Linear Approximation / Exact Algorithm / Point of View / Discrete Applied Mathematics / LINEAR PROGRAM / Nova / Heuristic algorithm / NP-completeness

On geometric interpolation by planar parametric polynomial curves

Applied Mathematics / Finite Element Methods / Energy / Numerical Analysis / Finite element method / Convergence / Finite Element / Computing / Algorithm / Numerical Method / United Kingdom / Diophantine approximation / Elliptic curves / Higher Order Thinking / Linear Model / Singularity / Probability Distribution & Applications / Riemann zeta function / Extreme Value Theory / Newton Method / IEEE / APPROXIMATION ALGORITHM / Continued Fractions / Error Analysis / Arithmetics / Consistency / Convergence Rate / Discretization / Divergence / PARTIAL DIFFERENTIAL EQUATION / Recurrence Relation / VECTOR / Gaussian quadrature / Numerical Integration / Linear System / Harmonic / Second Order / Large classes / Numerical Analysis and Computational Mathematics / Lower Bound / Upper Bound / Multiplication / Chinese Remainder Theorem / Elliptic Curve Cryptography / Galerkin Method / Poisson Equation / Difference equation / Boundary Condition / Floating Point / Asymptotic Behavior / GAUSS / Convection Diffusion Equation / Mixed Method / Linear Equations / Algebraic Variety / Discontinuous Galerkin / Real Number / Condition number / Prime Number / American Mathematical Society / Hybrid Method / Radius of Convergence / Convergence / Finite Element / Computing / Algorithm / Numerical Method / United Kingdom / Diophantine approximation / Elliptic curves / Higher Order Thinking / Linear Model / Singularity / Probability Distribution & Applications / Riemann zeta function / Extreme Value Theory / Newton Method / IEEE / APPROXIMATION ALGORITHM / Continued Fractions / Error Analysis / Arithmetics / Consistency / Convergence Rate / Discretization / Divergence / PARTIAL DIFFERENTIAL EQUATION / Recurrence Relation / VECTOR / Gaussian quadrature / Numerical Integration / Linear System / Harmonic / Second Order / Large classes / Numerical Analysis and Computational Mathematics / Lower Bound / Upper Bound / Multiplication / Chinese Remainder Theorem / Elliptic Curve Cryptography / Galerkin Method / Poisson Equation / Difference equation / Boundary Condition / Floating Point / Asymptotic Behavior / GAUSS / Convection Diffusion Equation / Mixed Method / Linear Equations / Algebraic Variety / Discontinuous Galerkin / Real Number / Condition number / Prime Number / American Mathematical Society / Hybrid Method / Radius of Convergence

A computationally intractable problem on simplicial complexes

Computational Geometry / Pure Mathematics / APPROXIMATION ALGORITHM / Dimensional / Numerical Analysis and Computational Mathematics / Set Covering Problem / Linear Time / Vertex Cover / Set Covering Problem / Linear Time / Vertex Cover

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