Noncommutative $C^*$-algebra Net: Learning Neural Networks with Powerful Product Structure in $C^*$-algebra
#noncommutative #algebras #commutative
We got started with a workshop on #noncommutative #geometry and #topological #recursion yesterday. 📐Check out the schedule and the recordings on our website 🚩 www.esi.ac.at and on our YT Channel: https://www.youtube.com/channel/UCUHyfvOFOuaUumnWaVrtfaQ/videos
This tweet is a joint work with Carlos I. Pérez Sánchez, a workshop participant and Junior Research Fellow at ESI, we thank him for his cooperation.
#recursion #topological #geometry #noncommutative
every #system is #holographically #coupled to the #cosmic #vacuum (the #ground), the #noncommutative #boundary of the #cosmos as a #geometric #structure
the #big #bang is #ever #present and #essentially #eternal
#karma is #dialogue with the #ground of the #self and #all #becoming
#becoming #all #self #dialogue #karma #eternal #essentially #present #ever #bang #big #structure #geometric #cosmos #boundary #noncommutative #ground #vacuum #cosmic #coupled #holographically #system
#arbitrage #pricing #theory #decision #praxis #holonomy #information #manifold #curvature #noncommutative #geometry #modal #homotopy #type
#type #homotopy #modal #geometry #noncommutative #curvature #manifold #information #holonomy #praxis #decision #theory #pricing #arbitrage