Questions tagged [software-recommendation]
Use this tag when seeking recommendations for libraries/programs to solve a particular type of problem. Be sure to include sufficient detail in your question about the specifications you need and to include other tags that clearly identify the type of problem.
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Covariant Euler-Lagrange Computation - Mathematica
Does anybody know of a software (or software package) that can solve the Euler-Lagrange equations for a manifestly-covariant field Lagrangian density? Mathematica has a "Variational Methods" ...
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Simple, easy to install and use Python FEM solver (and example) for 2D cylindrical Laplace equation
In my earlier question Interpolating the gradient of a cylindrically symmetric potential field expected obey the Laplace equation, especially near/across r=0 I give a simple example of a Jacobi ...
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c++ software packages to solve linear systems subject to constraints
I have a finite element project based on deal.II and cmake/make as build system.
I am aware of popular libraries such as deal.II, trilinos, petsc, mumps, superlu_dist,... to solve large sparse linear ...
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Seeking open-source PDE Solver for inhomogeneous material properties
I'm currently in search of an open-source PDE solver (Finite Element Method is preferred) that can effectively handle the challenge of material properties coefficients associated with each element in ...
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AMR-Capable meshing software that is not based on quad/octrees
I am looking for AMR/re-meshing software (structured grids would suffice) that is NOT based on quad-octrees, i.e., a fixed refinement rate of 2 but (ideally) something user defined, i.e., ratios of 1....
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Good IDE for GNU Octave?
Are there any good IDEs for working with Octave code?
I'm used to type hints and documentation preview from software like IntelliJ or VS Code. While there are syntax highlighting plugins for VSC, all ...
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(Algorithmic) Differentiation capable Finite Volume Software: Generation Jacobian
I am looking for Finite Volume Software that employs a method-of-lines like approach by constructing from the hyperbolic PDE of form
$$\partial_t \boldsymbol u(t,\boldsymbol x) + \nabla \cdot \...
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Software for Smith form or Hermite form of a sparse polynomial matrix
In a current research project, I have a number of matrices with coefficients in ℚ[𝑥] for which I want to understand how their rank depends on the value of the parameter 𝑥.
These matrices are:
...
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Sparse generalized symmetric eigensystem solver
Can anyone recommend a good software for solving generalized symmetric eigenvalue problems of the form,
$$
A x = \lambda B x
$$
where $A,B$ are symmetric and sparse, and $B$ is positive definite?
I ...
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Software for Feasibility Problems
I face a feasibility problem of type
$$ c_i(\boldsymbol x) \leq 0, i = 1, \dots, \mathcal{I} \\ c_e(\boldsymbol x) = 0, e = 1, \dots, \mathcal{E} $$
where $\mathcal{I} + \mathcal{E} \gg \text{dim}(\...
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Advance a Interpolation
Note; No special knowledge of Pykrige is needed to answer the question, as I already mention examples in the question!
Hi I would like to use Universal Kriging in my code. For this I have data that ...
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Simulate Jump-Diffusion $dX_t = \mu(X_t)dt + \sigma(X_t)dW(t) + \int_{\{|c| <1 \}}g(X_t,c)\tilde{N}(dt,dc) + \int_{\{|c| \ge 1 \}}h(X_t,c)N(dt,dc)$
I would like to be able to model an SDE having the form
$$dX_t = \mu(X_t)dt + \sigma(X_t)dW(t) + \int_{\{|c| <1 \}}g(X_t,c)\tilde{N}(dt,dc) + \int_{\{|c| \ge 1 \}}h(X_t,c)N(dt,dc).$$
where $W$ is a ...
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Looking for a library for solving convex-convex quadratic fractional programming problems
Is there a library of some programming language (MatLab, C, Python, R, etc.) that includes a function for efficient calculation of convex-convex quadratic fractional programming problems of the form
$$...
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A JAVA solver for ODEs with boundary conditions (BVP)
I need to solve a system of linear first order ODEs with boundary conditions in JAVA. I was wondering if any of you know of a JAVA package with the capability of solving a boundary value problems? (i....
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High quality constrained optimization C++ library with matrix free second order solver?
I'm working with large scale constrained optimization problem. Some of my constraints can be non linear. Currently i'm using IPOPT. Quality is good by my Hessian computation too slow. It seems that i ...
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