„partial traces“

Suchergebnisse

17 Treffer

• Inseguendo Fagiani Selvatici: Partial Order Reduction for Guarded Command Languages
  de Boer, Frank S. ; Johnsen, Einar Broch ; Schlatte, Rudolf ; Tapia Tarifa, Silvia Lizeth ; Tveito, Lars 2020 Schloss Dagstuhl – Leibniz-Zentrum für Informatik
• Quantifying deviations from separability in space-time functional processes
  Dette, Holger ; Dierickx, Gauthier ; Kutta, Tim Manfred 2020 Universitätsbibliothek Dortmund
• An Algorithm to Compute a Strict Partial Ordering of Actions in Action Traces
  Kölbl, Martin ; Leue, Stefan 2021 KOPS Universität Konstanz
• Correction to: A Functional CLT for Partial Traces of Random Matrices
  Nagel, Jan
• A Jensen inequality for partial traces and applications to partially semiclassical limits
  Carlen, Eric A. ; Frank, Rupert L. ; Larson, Simon
• Maximum principle for the weak solutions of the Cauchy problem for the fourth-order hyperbolic equations
  Buryachenko, Kateryna 2024 Humboldt-Universität zu Berlin
• Maximum principle for the weak solutions of the Cauchy problem for the fourth‐order hyperbolic equations
  Buryachenko, Kateryna
• Symmetries of the Partial Order of Traces
  Kuske, Dietrich
• Traces and extensions of certain weighted Sobolev spaces on $$\mathbb {R}^n$$ R n and Besov functions on Ahlfors regular compact subsets of $$\mathbb {R}^n$$ R n
  Lindquist, Jeff ; Shanmugalingam, Nageswari
• Dixmier traces for discrete pseudo-differential operators
  Cardona, Duván ; Corral, César del ; Kumar, Vishvesh
• A Functional CLT for Partial Traces of Random Matrices
  Nagel, Jan
• Regularized Traces of the Airy Operator Perturbed by the Dirac Delta Function
  Pechentsov, A. S.
• Traces of Higher Negative Orders for a String with a Singular Weight
  Ivanov, A. S.
• Traces of Quantized Canonical Transformations Localized on a Finite Set of Points
  Sipailo, P. A.
• Traces of G-Operators Concentrated on Submanifolds
  Dang, T. I.
• Weinstein Criteria and Regularized Traces in the Case of Transverse Vibrations of an Elastic String with Springs
  Kanguzhin, B. E.
• Estimates for the difference between exact and approximate solutions of parabolic equations on the basis of Poincaré inequalities for traces of functions on the boundary
  Matculevich, S. V. ; Repin, S. I.