Mathias Sperre Palmstrøm

Research

My research area is operator algebras.

Keywords: C*-algebras, L^p operator algebras, groupoids.

W. S. Gray, M. Palmstrøm, A. Schmeding. Continuity of formal power series products in nonlinear control theory. (2022) https://link.springer.com/article/10.1007/s10208-022-09560-0. Foundations of Computational Mathematics
A. Austad, E. Ortega, M. Palmstrøm. Polynomial growth and property RD_p for etale groupoids with application to K-theory. (2024) https://ems.press/journals/jncg/articles/14297753. Journal of Noncommutative Geometry
M. Palmstrøm. Exotic C*-completions of étale groupoids. (submitted) https://arxiv.org/pdf/2311.12428
M. Palmstrøm. Exotic groupoid C*-algebras associated to double groupoids. (2024) https://www.mscand.dk/article/view/149438. Mathematica Scandinavica
A. Austad, E. Ortega, M. Palmstrøm. K-theory invariance of L^poperator algebras associated with étale groupoids of strong subexponential growth. (submitted) https://arxiv.org/pdf/2410.05005

Palmstrøm, Mathias Sperre. (2024) EXOTIC GROUPOID C*-ALGEBRAS ASSOCIATED TO DOUBLE GROUPOIDS. Mathematica Scandinavica
Academic article
Austad, Are; Ortega Esparza, Eduardo; Palmstrøm, Mathias Sperre. (2024) Polynomial growth and property RD<inf>p</inf> for étale groupoids with applications to K-theory. Journal of Noncommutative Geometry
Academic article

Gray, W. Steven; Palmstrøm, Mathias; Schmeding, Alexander. (2022) Continuity of Formal Power Series Products in Nonlinear Control Theory. Foundations of Computational Mathematics
Academic article

Palmstrøm, Mathias Sperre. (2024) EXOTIC GROUPOID C*-ALGEBRAS ASSOCIATED TO DOUBLE GROUPOIDS. Mathematica Scandinavica
Academic article
Austad, Are; Ortega Esparza, Eduardo; Palmstrøm, Mathias Sperre. (2024) Polynomial growth and property RD<inf>p</inf> for étale groupoids with applications to K-theory. Journal of Noncommutative Geometry
Academic article
Gray, W. Steven; Palmstrøm, Mathias; Schmeding, Alexander. (2022) Continuity of Formal Power Series Products in Nonlinear Control Theory. Foundations of Computational Mathematics
Academic article