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Preface
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- Spaces of Measures and their Applications to Structured Population Models
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- 07 October 2021, pp vii-viii
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Appendix E - Differential Geometry
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- 07 October 2021, pp 233-234
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5 - Recent Developments and Future Perspectives
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- 07 October 2021, pp 186-208
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Appendix F - Measure Theory
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- 07 October 2021, pp 235-241
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Appendix B - Functional Analysis
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- 07 October 2021, pp 215-219
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Appendix C - Bounded Lipschitz and Hölder Functions
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- 07 October 2021, pp 220-228
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Appendix I - Semigroups
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- 07 October 2021, pp 272-277
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1 - Analytical Setting
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- 07 October 2021, pp 10-57
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Notation
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- 07 October 2021, pp ix-xii
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3 - Structured Population Models on Proper Spaces
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- 07 October 2021, pp 100-147
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Appendix G - Weaker Topologies on Spaces of Measure
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- 07 October 2021, pp 242-268
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Introduction
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- 07 October 2021, pp 1-9
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References
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- 07 October 2021, pp 289-306
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Contents
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- 07 October 2021, pp v-vi
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Appendix D - Results on Approximation with Polynomials
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- 07 October 2021, pp 229-232
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Appendix H - The Bochner Integral
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- 07 October 2021, pp 269-271
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4 - Numerical Methods for Structured Population Models
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- 07 October 2021, pp 148-185
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2 - Structured Population Models on the State Space R+
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- 07 October 2021, pp 58-99
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Appendix A - Topology, Compactness and Proper Spaces
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- 07 October 2021, pp 209-214
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Appendix K - Technical Proofs from Chapter 3
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- 07 October 2021, pp 282-288
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