Call Number (LC) | Title | Results |
---|---|---|
QA611.28 .D49 2016 | Encyclopedia of distances / | 1 |
QA611.28 .D53 1994 | Metric spaces of fuzzy sets : theory and applications / | 1 |
QA611.28 .D56 2019 | Slenderness / | 1 |
QA611.28 .D565 2019 | Slenderness | 1 |
QA611.28 -- D573 2015eb | Discrete-continuum Coupling Method to Simulate Highly Dynamic Multi-scale Problems : Simulation of Laser-induced Damage in Silica Glass, Volume 2. | 1 |
QA611.28 .G36 2018 | Analysis on Polish spaces and an introduction to optimal transportation / | 2 |
QA611.28 .G37 2013 | Metric and topological spaces, functions of a vector variable / | 1 |
QA611.28 .G375 2013 | A course in mathematical analysis. | 1 |
QA611.28 .G46 2015 | Geometric and computational spectral theory : Seminaire de Mathematiques Superieures, June 15-26, 2015, Centre de Recherches Mathematiques, Université de Montréal, Montréal, Québec, Canada / | 1 |
QA611.28 .G46 2017 | Geometric and computational spectral theory : Séminaire de Mathématiques Supérieures : geometric and computational spectral theory, June 15-26, 2015, Centre de Recherches Mathématiques, Université de Montréal, Montréal, Québec, Canada / | 1 |
QA611.28 .G65 2021 | An introduction to metric spaces / | 1 |
QA611.28 .G74 2016 |
Classes of Polish spaces under effective Borel isomorphism / Classes of Polish spaces under effective Borel isomorphism |
3 |
QA611.28 .G95 1993 | Linear approximations in convex metric spaces and the application in the mixture theory of probability theory / | 1 |
QA611.28 .H44 2001 | Lectures on analysis on metric spaces / | 1 |
QA611.28 .H45 2015 | Sobolev spaces on metric measure spaces : an approach based on upper gradients / | 1 |
QA611.28 .H73 2002 | Random probability measures on Polish spaces / | 1 |
QA611.28.J | Invariant Distances and Metrics in Complex Analysis. | 1 |
QA611.28 J35 2004 | Metric spaces / | 1 |
QA611.28 J35 2004t | Metric spaces / | 1 |
QA611.28 .J37 1993 |
Invariant distances and metrics in complex analysis / Invariant Distances and Metrics in Complex Analysis. |
2 |