• Order to parcel locker

    Order to parcel locker
  • easy pay

    easy pay
  • Reduced price
Mathematical Models of Biological Systems

Mathematical Models of Biological Systems

9780199582198
965.25 zł
868.72 zł Save 96.53 zł Tax included
Lowest price within 30 days before promotion: 868.72 zł
Quantity
Available in 4-6 weeks

  Delivery policy

Choose Paczkomat Inpost, Orlen Paczka, DPD or Poczta Polska. Click for more details

  Security policy

Pay with a quick bank transfer, payment card or cash on delivery. Click for more details

  Return policy

If you are a consumer, you can return the goods within 14 days. Click for more details

Description
Mathematical Models of Biological Systems provides a practical introduction to basic mathematical modelling methodology and analysis. It covers a variety of biological applications and uses these topics in turn to highlight key components in the art of modelling. Its primary aim is to give students the tools to translate simple, real-world biological problems into rigorous mathematical models. A secondary aim is to teach the reader how to critically assess the modellingcomponents in the primary life science literature. The book covers deterministic as well as stochastic dynamics, continuous-time as well as discrete-time dynamics, partial differential equations, dimensional analysis, and curve fitting/parameter estimation. It contains numerous case studies, graded from elementary examples to more complicated problems, as well as a general treatment of good modelling practice. Although the book assumes a basic background in mathematics, specifically beginning calculus and elementary statistics, all requisitematerial is included in a series of appendices.
Product Details
OUP Oxford
85971
9780199582198
9780199582198

Data sheet

Publication date
2010
Issue number
1
Cover
hard cover
Pages count
256
Dimensions (mm)
198 x 253
Weight (g)
738
  • Preface; What models can do for the life sciences; Basic modelling concepts and techniques; Working with Ordinary Differential Equations; Models and data analysis; Modelling principles; Growth of populations and of individuals; Infection and immunity; Physiology; Stochastic models; Appendix A: Maths miscellany; Appendix B: From Boltzmann to Nernst; Appendix C: Ultimate behaviour of a closed, connected, compartmental system; Appendix D: Buckinghams theorem; Appendix E: Minimising the sum of squares with respect to the parameters; Appendix F: Global sensitivity analysis: parameter transformations for large systems; Index;
Comments (0)