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- Rectifiable sets, densities and tangent measures De Lellis, Camillo Rectifiable sets, densities and tangent measures517.2 DEL 1 -
Title: Rectifiable sets, densities and tangent measures
Author: De Lellis, Camillo
Year: 2008
Collections: General.
- Measure theory. Volume 2: Broad foundations Fremlin, David H. Measure theory. Volume 2: Broad foundations517.2 FRE v.2 2 -
Title: Measure theory. Volume 2: Broad foundations
Author: Fremlin, David H.
Year: 2003
Collections: General.
- Measure theory. Volume 3: Measure algebras Fremlin, David H. Measure theory. Volume 3: Measure algebras517.2 FRE v.3 3 -
Title: Measure theory. Volume 3: Measure algebras
Author: Fremlin, David H.
Year: 2004
Collections: General.
- Measure theory. Volume 4. Part I-Part II: Topological measure spaces Fremlin, David H. Measure theory. Volume 4. Part I-Part II: Topological measure spaces517.2 FRE v.4 Pt.1 4 -
Title: Measure theory. Volume 4. Part I-Part II: Topological measure spaces
Author: Fremlin, David H.
Year: 2006
Collections: General.
- A modern approach to functional integration Klauder, John R. A modern approach to functional integration517.2 KLA 5 -
Title: A modern approach to functional integration
Author: Klauder, John R.
Year: 2011
Collections: General.
- Gradient flows: in metric spaces and in the space of probability measures Ambrosio, Luigi. 1963- Gradient flows: in metric spaces and in the space of probability measures517.96 AMB 6 -
Title: Gradient flows: in metric spaces and in the space of probability measures
Author: Ambrosio, Luigi. 1963-
Year: 2005
Collections: General.
- From measures to Itô integrals Kopp, P.E.(Peter Ekkehard) 1944- From measures to Itô integrals519.2 KOP 7 -
Title: From measures to Itô integrals
Author: Kopp, P.E.(Peter Ekkehard) 1944-
Year: 2011
Collections: General.
- Gradient Flows: in Metric Spaces and in the Space of Probability Measures Ambrosio, Luigi. 1963- Gradient Flows: in Metric Spaces and in the Space of Probability MeasuresOnline Resource : Birkhäuser 8 -
Title: Gradient Flows: in Metric Spaces and in the Space of Probability Measures
Author: Ambrosio, Luigi. 1963-
Year: 2005


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