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A mixed interpolation-regression method for numerical integration on some planar domains  📐Computational Geometry
arxiv.org·3d
NOEM: efficient and scalable finite element method enabled by reusable neural operators  🌀Naiad
nature.com
·2d·Hacker News
values (3) Linux Manual Page  🎨Slint
systutorials.com·9h
A parallel algorithm for the computation of the Jones polynomial  🔢NumPy
pnas.org·1d
A C language fixed-point math library for embedded systems  📏Picolibc
blog.adafruit.com·3d
A Generalisation of Goursat's Algorithm for Integration in Finite Terms  📐Linear Algebra
arxiv.org·3h
primitiveConstants (3) Linux Manual Page  🧮MKL
systutorials.com·4d
M\"obius-transformed trapezoidal rule for polynomial weights  🧮MKL
arxiv.org·3h
Generalization of Zeroth-Order Method for Quotients of Quadratic Functions  📐Linear Algebra
arxiv.org·1d
Algorithmically Designed Artificial Neural Networks (ADANNs): Higher order deep operator learning for parametric partial differential equations  📱Edge AI
arxiv.org·3h
Neural Preconditioned Born Series: A Metric-Matched Framework for Learning-based Preconditioners  📐Linear Algebra
arxiv.org·1d
SDSL-Solver: Scalable Distributed Sparse Linear Solvers for Large-Scale Interior Point Methods  🕸️GraphBLAS
arxiv.org·3d
Summation-by-parts operators for general function spaces: optimal nodes  💠Polyhedral Compilation
arxiv.org·3d
Automated solving of constant-coefficients second-order linear PDEs using Fourier analysis  📐Linear Algebra
arxiv.org·3d
Accurate calculation of Wannier centers, position matrix, and composite operators using translationally equivariant and higher-order finite differences  📐Linear Algebra
arxiv.org·4d
Parallel Two-Stage Approach for Joint Symbolic Approximation of Time Series  ⚡QuestDB
arxiv.org·3d
Closed Form Relations and Higher-Order Approximations of First and Second Derivatives of the Tangent Operator on SE(3)  📐Linear Algebra
arxiv.org·4d
Computational Control of Nonlinear Partial Differential Equations Using Machine Learning  🌀Naiad
arxiv.org·4d
On the complexity of quantum numerical integration: an angle-structure characterization  ⚛️Quantum Computing
arxiv.org·3d
When PINNs Go Wrong: Pseudo-Time Stepping Against Spurious Solutions  🌀Naiad
arxiv.org·3d

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