Search Results for "numerical" - Page 10
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Showing 528 open source projects for "numerical"
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2D Statistical Models. Building: shape model, texture model and concatenated appearance model; Fitting: 1D profile ASM, 2D profile ASM, direct local texture constrained(LTC) ASM, basic AAM, ICIA AAM, IAIA AAM, etc.
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MPI 3D Heat equation
MPI Numerical Solving of the 3D Heat equation
This scientific code solves the 3D Heat equation with MPI (Message Passing Interface) implementation. There are Fortran 90 and C versions. A benchmark analysis is also preformed with the relation between speedup and number of processes. -
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ffp
A 3D Free Finite element Program
...Still under development but already working: solves the steady state Navier-Lamé and the Laplace equation in 3D on tetrahedrons. It uses the Intel MKL and NVIDIA CUDA library for solving. GSL support needs to be improved. Open CL is still missing. In addition to the numerical core (which can be used stand-alone), another project called mcf exists for using ffp as a FEFLOW plug-in. -
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fields.awk
A flat-file database program written in bash shell and awk scripts.
Fields.awk allows users to create and work with small-to-medium databases on their home computers or a mobile device with bash shell terminal emulator. It runs on any OS compatible with bash shell, including Linux, FreeBSD, MacOSX, and Android. Certain optional features (printing/encryption) are dependent on external utilities such as lp or ccrypt. -
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Math Template Library
An efficient template library for vector and matrix operations
Matrix and vector templated classes with operations accelerated using SSE, AVX, FMA, and OpenMP. Contains efficient methods to solve linear and non-linear least square problems with great numerical stability. Note that AVX and FMA acceleration is disabled by default since not many systems support it currently. These features can be easily enabled for the included tests using the CMake GUI. Currently, this software is getting tested with Microsoft Visual Studio 2012 Update 4 and g++ 4.9.3. -
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PolyBench/C 4.2 Copyright (c) 2011-2016 the Ohio State University. Contact: Louis-Noel Pouchet <pouchet@cse.ohio-state.edu> Tomofumi Yuki <tomofumi.yuki@inria.fr> PolyBench is a benchmark suite of 30 numerical computations with static control flow, extracted from operations in various application domains (linear algebra computations, image processing, physics simulation, dynamic programming, statistics, etc.). PolyBench features include: - A single file, tunable at compile-time, used for the kernel instrumentation. It performs extra operations such as cache flushing before the kernel execution, and can set real-time scheduling to prevent OS interference...
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Matlab/Octave Rotations Library
Library for working with 3D rotations in Matlab/Octave
The Matlab/Octave rotations library is a collection of functions, bundled as m-scripts, that address computations and numerical handling of rotations in 3D Euclidean space. The rotation representations that are supported are rotation matrices (Rotmat), Quaternions (Quat), intrinsic ZYX Euler angles (Euler), fused angles (Fused) and tilt angles (Tilt). Operations such as composition, inversion, ZYX yaw extraction, fused yaw extraction, random generation, equality detection, vector rotation and much more have been implemented for each rotation representation. ... -
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Rotations Conversion Library
Library for working with 3D rotations in C++
The Rotations Conversion Library (RCL) is a collection of C++ functions that address common computations and numerical handling of rotations in 3D Euclidean space, including support for rotation matrices (`Rotmat`), Quaternions (`Quat`), intrinsic ZYX Euler angles (`Euler`), fused angles (`Fused`) and tilt angles (`Tilt`). In addition to the core competency of being able to convert between each of the representations, operations such as inversion, ZYX yaw extraction, fused yaw extraction, renormalisation, equality detection, vector rotation and much more have been implemented. ... -
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jnum
Java numerical classes for astronomy and more...
Imagine Numerical Recipes in the 21st century. Fast object-oriented Java code for numerical analysis, with a special focus on astronomical application (coordinate conversions, WCS projections etc.) -
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Computational Linear Algebra for Coders
Free online textbook of Jupyter notebooks
...Instead of emphasizing purely theoretical mathematics, the project takes a programming-oriented approach that helps developers understand how linear algebra algorithms are implemented in real computational systems. The course explores topics such as matrix decomposition, numerical stability, and optimization techniques that are essential for machine learning and data science applications. -
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RElt
calculates overlap, kinetic integrals for numerical atomic orbitals.
The efficient algorithm calculating the overlap and the kinetic integrals for the numerical atomic orbitals is implemented. The described algorithm exploits the properties of the prolate spheroidal coordinates. The overlap and the kinetic integrals in R^3 are reduced to the integrals over the rectangular domain in R^2, what substantially reduces the complexity of the problem. We prove that the integrand over the rectangular domain is continuous and does not have any slope singularities. ... -
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Chebfun
Chebfun: numerical computing with functions
Chebfun is a MATLAB-based system for numerical computing with functions instead of just numbers. It represents functions using Chebyshev polynomial approximations and allows users to perform operations like differentiation, integration, root finding, and solving ODEs using symbolic-like syntax. Chebfun simplifies working with continuous mathematics using high-accuracy numerical techniques. -
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SoAx
Structure of Arrays of multiple types
...By means of C++(11) meta-template programming SoAx achieves maximal performance (efficient use of vector units and cache of modern CPUs) while providing a very convenient user interface (including object-oriented element handling) and flexibility. It has been designed to handle list-like sets of particles (similar to struct {int id; double[3] pos; float[3] vel;};) in the context of high-performance numerical simulations. It can be applied to many other problems. Please check the sample file main.cpp to see examples of code that you can write with SoAx. -
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ChebyshevPolynom
Chebyshev polynoms calculations Java program
This Java program computes several calculations based on Chebyshev polynoms, a very important subject in Numerical Analysis. The program computes: the series of the 1st and 2nd kind, checking the equality of regular polynom to trigonometric polynom, calculating the roots of a Chebyshev polynom of the 1st and 2nd kind, calculating the extremas of a Chebyshev polynom of the 1st kind and more... -
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Advanced Numerical Instruments 3D
Advanced numerical instruments: adaptive meshing, FE methods, solvers
Ani3D provides portable libraries for each step in the numerical solution of systems of PDEs with variable tensorial coefficients: (1) unstructured adaptive mesh generation, (2) metric-based mesh adaptation, (3) finite element discretization and interpolation, (4) algebraic solvers. -
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Lib Roman/Arabic for GCC (C++)
Library Roman/Arabic for GCC (C++)
This library performs the numerical conversion of Arabic numerical values into Roman numerals and Roman numeral values into Arabic numerals. This resource is developed with didactic and pedagogical objectives. Its commercial use may not be of extreme importance. The code of this library is published in the book: C++ Underground Programmer of the author Augusto Manzano (only portuguese). -
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Metropolis
A modern LaTeX Beamer theme
...An elegant solution is to insert a slide whenever a new section starts. As a little gimmick, the mtheme features a tiny progress bar drawn with TikZ below the section title. A visual representation of numerical data can help to draw conclusions about an issue quicker than large columns of numbers. -
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TransportCR
Tool for Numerical Simulations of Cosmic Rays Propagation
TransportCR is the tool for numerical simulation of cosmic rays propagation based on solution of transport equations. -
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Numerical Python
A package for scientific computing with Python
NEWS: NumPy 1.11.2 is the last release that will be made on sourceforge. Wheels for Windows, Mac, and Linux as well as archived source distributions can be found on PyPI. Numerical Python adds a fast and sophisticated array facility to the Python language. NumPy is the most recent and most actively supported package. Numarray and Numeric are no longer supported. -
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venn.js
Area proportional Venn and Euler diagrams in JavaScript
venn.js is a JavaScript library for creating area-proportional Venn and Euler diagrams from numerical set data. Developers define individual set sizes and intersection sizes, and the library calculates an appropriate visual arrangement. Diagram areas are designed to correspond proportionally to the supplied values. Rendering integrates with D3, allowing developers to manipulate the resulting SVG elements with familiar D3 techniques. -
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Burris Numerical System
A Numerical System controlled by algorithms.
...The only limit with BNS is how much time the user has. The software nor the numerical system has no limits. The book on BNS is here https://www.createspace.com/4404221 The inventors websight is here: http://timetravelinstitute.biz -
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MRiLab
A Numerical MRI Simulation Platform
The MRiLab project is moving to GitHub, the latest version can be obtained from https://leoliuf.github.io/MRiLab/ The MRiLab is a numerical MRI simulation package. It has been developed and optimized to simulate MR signal formation, k-space acquisition and MR image reconstruction. MRiLab provides several dedicated toolboxes to analyze RF pulse, design MR sequence, configure multiple transmitting and receiving coils, investigate magnetic field related properties and evaluate real-time imaging technique. ... -
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RAtom
solves nonlinear Kohn-Sham equation for the neutral atom.
RAtom solves nonlinear Kohn-Sham equation for the neutral atom. The adaptive algorithm based on finite element method (FEM) is implemented. Discretization of the differential eigenvalue problem is done by finite element method with Lobatto polynomials as a basis functions. High order Gauss quadratures are applied in order to obtain the total energy of atom with absolut accuracy of 1E-6 hartree. Disctretization leads to generalized eigenvalue problem, which is solved by procedures from... -
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Data2FCS
Data2FCS is a simple tool to convert text data files to FCS3.1 data.
...However, such software required data in the FCS data standard. Data2FCS converts data from text files to FCS data files. A special treat is the possibility to transform categorical data into numerical data. The resulting FCS data file can be analysed in regular flow cytometry softwares, such as the open source FCSaylzer. For more info, take a look at the Wiki. Data2FCS needs Java 1.7 or higher to run. -
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cupSODA
Deterministic simulator of mass-action based models
cupSODA is a simulator of biological systems that exploits the remarkable memory bandwidth and computational capability of GPUs. cupSODA allows to efficiently execute in parallel large numbers of simulations, which are usually required to investigate the emergent dynamics of a given biological system under different conditions. cupSODA works by automatically deriving the system of ordinary differential equations from a reaction-based mechanistic model, defined according to the mass-action kinetics, and then exploiting the numerical integration algorithm, LSODA
