Remark on “New conjectured inequalities for zeros of Jacobi polynomials” by Walter Gautschi, Numer. Algorithms 50:293–296 (2009)

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Quasi-Monte Carlo rules for numerical integration over the unit sphere $\mathbb{S}^2$. (arXiv:1101.5450v1 [math.NA])

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Learn more quickly by transcranial magnetic brain stimulation

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Rising risk of major quake in Chile: study

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Bounded Direction–Length Frameworks

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Horizontal Large Eddy Simulation of Stratified Mixing in a Lock-Exchange System

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Solitary Wave Benchmarks in Magma Dynamics

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A Fourth Order Hermitian Box-Scheme with Fast Solver for the Poisson Problem in a Square

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Error Analysis for a Hybridizable Discontinuous Galerkin Method for the Helmholtz Equation

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Computation of Minimum Energy Paths for Quasi-Linear Problems

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Asymptotic Preserving Scheme for Euler System with Large Friction

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On an Intermediate Field Capturing Riemann Solver Based on a Parabolic Viscosity Matrix for the Two-Layer Shallow Water System

Published with Blogger-droid v1.6.6

Remark on “New conjectured inequalities for zeros of Jacobi polynomials” by Walter Gautschi, Numer. Algorithms 50:293–296 (2009)

Published with Blogger-droid v1.6.6

Simulation of Self-Assembly in the Abstract Tile Assembly Model with ISU TAS. (arXiv:1101.5151v1 [cs.MS])

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SDFEM with non-standard higher-order finite elements for a convection-diffusion problem with characteristic boundary layers

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Detecting exponential dichotomy on the real line: SVD and QR algorithms

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Monte-Carlo method for multiple parametric integrals calculation and solving of linear integral Fredholm equations of a second kind, with confidence regions in uniform norm. (arXiv:1101.5381v1 [math.FA])

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CS261 Lecture 5: Linear Programming

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Finite-volume schemes for noncoercive elliptic problems with Neumann boundary conditions

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Analysis of a finite-volumefinite-element scheme for a nuclear transport model

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On the stability of finite-element discretizations of convectiondiffusionreaction equations

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Numerical solution of a parabolic transmission problem

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An a posteriori error indicator for discontinuous Galerkin approximations of fourth-order elliptic problems

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Kantorovich's theorems for Newton's method for mappings and optimization problems on Lie groups

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Intel Launches Visual Computing Lab, First Academic Science and Technology Center

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A numerical method for the elliptic Monge-Amp\`ere equation with transport boundary conditions. (arXiv:1101.4981v1 [math.NA])

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Detecting inconsistencies in large biological networks with answer set programming

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On the implementation of the probabilistic logic programming language ProbLog

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X Carnaval de Matemáticas: Dulcinea del Toboso y los números primos

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DS SolidWorks Corp. Sells Millionth Education License

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Von Neumann Normalisation of a Quantum Random Number Generator. (arXiv:1101.4711v1 [cs.IT])

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Graphics processing unit implementations of relative expression analysis algorithms enable dramatic computational speedup.

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Local Fourier analysis for multigrid with overlapping smoothers applied to systems of PDEs

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A solution that counts: Long-standing mathematical conjecture finally proved

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Numerical simulation of gravel unconstrained flow experiments: A comparison between DAN-3D and RASH-3D codes

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A NUMERICAL MANIFOLD METHOD FOR PLANE MICROPOLAR ELASTICITY

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On the Truly Meshless Solution of Heat Conduction Problems in Heterogeneous Media

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Quantum Computing Comes to Silicon

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Video: Advanced Visualization Lab Recreates the Universe

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Taiwan to Build 170 Teraflop Super

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Dynamic systems in living cells break the rules

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Mathematical model could help predict and prevent future extinctions

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Speed-Price Equilibrium

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Random Geometric Complexes

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Univariate real root isolation in an extension field. (arXiv:1101.4369v1 [cs.SC])

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Discrete Compactness for the $p$-Version of Discrete Differential Forms

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Silicon Entanglement Revives Promise of Quantum Computing

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A Novel Algorithm for Ghost Imaging with a Single Detector. (arXiv:1101.4869v1 [physics.optics])

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3-Connected Cores In Random Planar Graphs

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Individual activity coefficients of a solvent primitive model electrolyte calculated from the inverse grand-canonical Monte Carlo simulation and MSA theory

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Comonotone and coconvex rational interpolation and approximation

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Shooting methods for a PT-symmetric periodic eigenvalue problem

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Linear energy-preserving integrators for Poisson systems

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Strang-type preconditioners applied to ordinary and neutral differential-algebraic equations

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A robust preconditioner for higher order finite element discretizations in linear elasticity

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An introduction to finite volumes for gas dynamics. (arXiv:1101.4315v1 [math.NA])

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Los jugadores de tenis más prestigiosos de la historia según el algoritmo PageRank

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3-Connected Cores In Random Planar Graphs

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Unconditionnally stable scheme for Riccati equation. (arXiv:1101.4142v1 [math.NA])

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A simple way to speedup Gauss Elimination. (arXiv:1101.4081v1 [math.NA])

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A New Numerical Algorithm for Thermoacoustic and Photoacoustic Tomography with Variable Sound Speed. (arXiv:1101.3729v1 [math.NA])

A New Numerical Algorithm for Thermoacoustic and Photoacoustic Tomography with Variable Sound Speed. (arXiv:1101.3729v1 [math.NA]): "

We present a new algorithm for reconstructing an unknown source in
Thermoacoustic and Photoacoustic Tomography based on the recent advances in
understanding the theoretical nature of the problem. We work with variable
sound speeds that might be also discontinuous across some surface. The latter
problem arises in brain imaging. The new algorithm is based on an explicit
formula in the form of a Neumann series. We present numerical examples with
non-trapping, trapping and piecewise smooth speeds, as well as examples with
data on a part of the boundary. These numerical examples demonstrate the robust
performance of the new algorithm.

"

A posteriori error estimators suitable for moving finite element methods under anisotropic meshes. (arXiv:1101.3635v1 [math.NA])

A posteriori error estimators suitable for moving finite element methods under anisotropic meshes. (arXiv:1101.3635v1 [math.NA]): "

In this paper, we give a new type of a posteriori error estimators suitable
for moving finite element methods under anisotropic meshes for general
second-order elliptic problems. The computation of estimators is simple once
corresponding Hessian matrix is recovered. Wonderful efficiency indices are
shown in numerical experiments.

"

Convergence Analysis of a Class of Massively Parallel Direction Splitting Algorithms for the Navier-Stokes Equations. (arXiv:1101.3587v1 [math.NA])

Convergence Analysis of a Class of Massively Parallel Direction Splitting Algorithms for the Navier-Stokes Equations. (arXiv:1101.3587v1 [math.NA]): "

We provide a convergence analysis for a new fractional time-stepping
technique for the incompressible Navier-Stokes equations based on direction
splitting. This new technique is of linear complexity, unconditionally stable
and convergent, and suitable for massive parallelization.

"

A mathematical model for moving bottlenecks in road traffic

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Mathematical model explains how complex societies emerge, collapse

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New math theories reveal the nature of numbers

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A stabilized co-rotational curved quadrilateral composite shell element

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We Believe A Lot, But Can Prove Little

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Físicos británicos logran entrelazar 10 mil millones de pares de cubits en un cristal de silicio ultrapuro

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A high-order accurate discretization scheme for variable coefficient elliptic PDEs in the plane with smooth solutions. (arXiv:1101.3383v1 [math.NA])

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300 juegos gratis para Android en Kongregate Arcade

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Spectral analysis of nonlocal regularization in two-dimensional finite element models

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Parallel solution to ill-conditioned FE geomechanical problems

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On the simultaneous tridiagonalization of two symmetric matrices

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A New Family of Mixed Methods for the Reissner-Mindlin Plate Model Based on a System of First-Order Equations

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Two-Grid Discontinuous Galerkin Method for Quasi-Linear Elliptic Problems

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Analysis of an Interface Stabilized Finite Element Method: The Advection-Diffusion-Reaction Equation

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Continuous Mesh Framework Part II: Validations and Applications

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Continuous Mesh Framework Part I: Well-Posed Continuous Interpolation Error

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A Convergent Finite Volume Scheme for Diffusion on Evolving Surfaces

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An optimal method for stochastic composite optimization

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Stringology—The “Real” String Theory

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El muerte de los diagramas de Feynman y el nacimiento de una nueva era en física de partículas teórica

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NONVANISHING OF JACOBI POINCARÉ SERIES

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Molecular Diffusion Model of Neurotransmitter Homeostasis Around Synapses Supporting Gradients

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“Nuevo Renacimiento” informe sobre digitalización del patrimonio cultural europeo

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Homographic scheme for Riccati equation. (arXiv:1101.2060v1 [math.NA])

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Cristóbal Colón, el huevo, la pera y la forma de la Tierra

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Google Goggles ahora resuelve Sudokus (Video)

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Adaptive and anisotropic finite element approximation : Theory and algorithms. (arXiv:1101.1555v1 [math.NA])

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Optimally Adapted Meshes for Finite Elements of Arbitrary Order and W1p Norms. (arXiv:1101.1845v1 [math.NA])

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Anisotropic smoothness classes : from finite element approximation to image models. (arXiv:1101.1321v1 [math.NA])

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Adaptive multiresolution analysis based on anisotropic triangulations. (arXiv:1101.1512v1 [math.NA])

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Uniform convergence and a posteriori error estimation for assumed stress hybrid finite element methods. (arXiv:1101.1213v1 [math.NA])

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Quasi-optimal convergence rate for adaptive mixed finite element methods. (arXiv:1101.1224v1 [math.NA])

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I Edición del Carnaval de la Química: Cinética química en acción a simple vista

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El enigma de la energía oscura

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Predictions: Past And Future

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Qué suena mejor al oído, un vinilo, un CD o un DVD de audio

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