Amanote Research
Register
Sign In
Explicit Representation of SO(3) Rotation Tensor for Deformable Bodies
doi 10.20944/preprints202004.0440.v1
Full Text
Open PDF
Abstract
Available in
full text
Date
April 24, 2020
Authors
Bohua Sun
Publisher
MDPI AG
Related search
Effective Computation of SO(3) and O(3) Linear Representation Symmetry Classes
Mathematics and Mechanics of Complex Systems
Civil
Computational Mathematics
Numerical Analysis
Structural Engineering
Representation and Detection of Deformable Shapes
Explicit Cost Bounds of Algorithms for Multivariate Tensor Product Problems
Journal of Complexity
Control
Numerical Analysis
Statistics
Probability
Algebra
Applied Mathematics
Number Theory
Optimization
Mathematics
Feature Ontologies for the Explicit Representation of Shape Semantics
International Journal of Computer Applications in Technology
Electronic Engineering
Industrial
Computer Networks
Manufacturing Engineering
Communications
Computer Science Applications
Electrical
Information Systems
Software
A GPU-Based Implementation of Position Based Dynamics for Interactive Deformable Bodies
Journal of Graphics Tools
Polygonic Representation of Explicit Model Predictive Control
The Nature of the So-Called Herring Bodies
Journal of Neural Transmission
Psychiatry
Mental Health
Neurology
Biological Psychiatry
Vibration Protection of Mechanical Systems Consisting of Solid and Deformable Bodies
European Journal of Engineering Research and Science
A Representation Theorem for Biequicontinuous Completed Tensor Products of Weighted Spaces
Transactions of the American Mathematical Society
Mathematics
Applied Mathematics