Projective modules over the real algebraic sphere of dimension 3

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Let G be a simply connected simple algebraic group over an al- gebraically closed ﬁeld k of characteristic p > 0. The category of rationalG-modules is not semisimple. We consider the question of when the tensorproduct of two simple G-modules L(λ) and L(μ) ...

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Projective modules over the real algebraic sphere of dimension 3

Chattez avec Graph Search

3D Printed Motor-Sensory Module Prototype for Facial Rehabilitation

Geometric Percolation of Spherically Symmetric Fractal Aggregates

Hopf algebras and Hopf-Galois extensions in infinity-categories

Conjugate heat transfer in isolated granular clusters with interstitial fluid using lattice Boltzmann method

Simple and projective correspondence functors

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On complete reducibility of tensor products of simple modules over simple algebraic groups

Monitoring the Operating Temperatures of Modules in Open-Rack and Typical BIPV Configurations

Spherical birational sheets in reductive groups

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Soft pneumatic actuator-driven origami-inspired modular robotic ‘‘pneumagami’’

Stability of inks used for masking metallic interconnects in BIPV modules