Name: MGroup
Type: Organization
Bio: Multidisciplinary computational mechanics research group. MGroup is situated at the school of Civil Engineering of the National Technical University of Athens
Location: Zografou Campus, Athens, Greece
Blog: http://mgroup.ntua.gr
MGroup's Projects
AI-enhanced linear algebra solvers
A set of interfaces and classes for the workflow definition of AISolve
AISolve algorithms implementing AISolve.Core using MachineLearning and LinearAlgebra repos
MSolve implementation of AISolve.Core interfaces and workflow
A car bumper crash simulation with contact elements
Library that includes standard material models (phenomenological laws) as well as implementations of multiscale homogenization schemes for the modeling of microscopically heterogeneous materials.
A series of elements and relevant classes for the simulation of physical contact between rigid bodies
Prototype of MSolve, tackling the DCoMEX-BIO application of DCoMEX (http://dcomex.eu)
Abstraction model for parallel computations in heterogeneous computing environments
Finite element analysis library for computational mechanics applications
Implementations or wrappers for linear algebra operations in C#
Code from seminar about HPC using CSharp
Code from seminar about HPC using CSharp
Library that features machine learning algorithms for data analysis, statistical modelling, inference and pattern recognition.
MGroup open-source repos page
Basic interfaces for the interconnection of the various MSolve repositories
Academic version of MSolve open source numerical solver for computational mechanics problems
Machine learning library containing algorithms for data analysis, statistical modelling, inference and pattern recognition
Gradient- and meta-heuristics based algorithms for optimization
Stochastic sampling and statistical response analysis of systems with uncertain parameters
Integration tests of MSolve
Extended finite element analysis library for computational mechanics applications
Library that handles static, dynamic and non-linear procedures.
Solver library for computational mechanics problems
.NET Standard bindings for Google's TensorFlow for developing, training and deploying Machine Learning models in C# and F#.