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    1. explicit link between Gaussian fields and Gaussian Markov random fields: the stochastic (...)

      by Lindström, Johan; Lindgren, Finn and Rue, Håvard

      Journal Of The Royal Statistical Society. Series B, Statistical Methodology, Volume 73, Issue 4, pp. 423 - 498

      Journal Article : Full Text Online

    2. Symbolic solution of systems of polynomial differential equations via the (...)

      by Tóth, János and Kiprono, Kelvin

      Journal Of Mathematical Physics, Volume 66, Issue 4.

      Journal Article : Full Text Online

    3. Machine Learning Approximation Algorithms for High-Dimensional Fully Nonlinear Partial (...)

      by Beck, Christian; E, Weinan and Jentzen, Arnulf

      Journal Of Nonlinear Science, Volume 29, Issue 4, pp. 1563 - 1619

      Journal Article : Full Text Online

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    1. Differential equation models

      edited by Martin Braun, Courtney S. Coleman, and Donald A. Drew.

      Book

      Check Holdings for this item's availability Perkins & Bostock Library, QA37.2 .M6 1983 v.1 

    2. Differential equation analysis in biomedical science and engineering : ordinary differential (...)

      William E. Schiesser.

      Book : View Online

    3. Differential equation analysis in biomedical science and engineering : partial differential (...)

      William E. Schiesser.

      Book : View Online

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    1. Differential Equations, 1943

      Includes drawing of Karl Menger

    2. Nonlinear Differential Equations, 1984

    See results from 6 Collection Guides

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    1. Space-time modelling using Bayesian nonparametric and differential equation approaches.

      Archival and manuscript material, Book

      Check Holdings for this item's availability Perkins & Bostock Library, University Archives

    2. Notes on ordinary differential equations

      by C. Coleman, S. Serdengecti, and E.R. Wicher.

      Archival and manuscript material, Book

      Check Holdings for this item's availability Perkins & Bostock Library, QA371 .C654 1966a 

    3. Two problems in delay differential equations

      by Andrew Feist.

      Archival and manuscript material

      This item is currently Available University Archives, Library Service Center

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