Model reduction, data-based and advanced discretization in computational mechanics / Réduction de modèles, données et techniques de discrétisation avancées en mécanique numérique
Table of contents
p. IFC
p. 483
Model reduction, data-based and advanced discretization in computational mechanics
Wavelet-based multiscale proper generalized decomposition
p. 485-500
Model reduction, data-based and advanced discretization in computational mechanics
Algebraic PGD for tensor separation and compression: An algorithmic approach
p. 501-514
Model reduction, data-based and advanced discretization in computational mechanics
Model order reduction for dynamical systems: A geometric approach
p. 515-523
Model reduction, data-based and advanced discretization in computational mechanics
A door to model reduction in high-dimensional parameter space
p. 524-531
Model reduction, data-based and advanced discretization in computational mechanics
Diffuse manifold learning of the geometry of woven reinforcements in composites
p. 532-538
Model reduction, data-based and advanced discretization in computational mechanics
Global-local HROM for non-linear thermal problems with irreversible changes of material states
p. 539-555
Model reduction, data-based and advanced discretization in computational mechanics
Reduced-order model of optimal temperature control for the automated fibre placement process
p. 556-570
Model reduction, data-based and advanced discretization in computational mechanics
Conserving and decaying energy for finite-strain three-dimensional solids with rotational degrees of freedom in nonlinear dynamics
p. 571-580
Model reduction, data-based and advanced discretization in computational mechanics
On the physical interpretation of fractional diffusion
p. 581-589
Model reduction, data-based and advanced discretization in computational mechanics
Advanced parametric space-frequency separated representations in structural dynamics: A harmonic–modal hybrid approach
p. 590-602
Model reduction, data-based and advanced discretization in computational mechanics
Computing singular solutions to partial differential equations by Taylor series
p. 603-614
p. IBC