Walter van Suijlekom

Walter van Suijlekom https://validator.w3.org/feed/docs/rss2.html Geometry emerging from spectra Home A generalization of K-theory to operator systems. Particle creation in a cosmological background in analogy to the Schwinger effect Gromov-Hausdorff convergence of spectral truncations for low-dimensional tori Convergence of spectral truncations for compact metric groups Opgetrommeld voor de wiskunde: spectra en meetkunde Operator systems and positive extensions over discrete groups A generalization of K-theory to operator systems Quadratic Forms, Real Zeros and Echoes of the Spectral Action Noncommutative geometry and operator systems. Personal A generalization of K-theory to operator systems Local NCG Seminar Higher K-groups for operator systems K-theory for operator systems An upper limit to the lifetime of stellar remnants from gravitational pair production Tolerance relations and operator systems Operator systems for tolerance relations on finite sets Cyclic cocycles in the spectral action Second quantization of spectral geometry: emergence of the Standard Model and gravity Operator systems and spectral truncations Spectral geometry and quantum theory Geometric spaces at finite resolution Operator systems and noncommutative geometry Research A Generalization of K-Theory to Operator Systems Teaching De wiskundige werkelijkheid Meetkunde uit spectra Perturbations and operator trace functions Spectral truncations in NCG and operator systems Gromov-Hausdorff convergence of state spaces for spectral truncations Schatten classes for Hilbert modules over commutative C*-algebras A generalization of K-theory to operator systems A generalization of K-theory to operator systems Noncommutative geometry and operator systems Mini-course Spectral Truncations in Noncommutative Geometry and Operator Systems Riemannian embeddings in codimension one as unbounded KK-cycles Immersions and the unbounded Kasparov product: embedding spheres into Euclidean space Noncommutative Geometry and Particle Physics Geometry emerging from spectra Protected: Reizen 2024 Drummed up for maths : spectra and geometry Geometric spaces at finite resolution Operator systems and noncommutative geometry Noncommutative geometry and operator systems Geometric spaces at finite resolution A generalization of K-theory to operator systems A generalization of K-theory to operator systems