1. | A course in mathematical biology: quantitative modeling with mathematical and computational methods |
2. | A first course in order statistics |
3. | A mathematical view of interior-point methods in convex optimization |
4. | A multigrid tutorial, second edition |
5. | A primer for sampling solids, liquids, and gases: based on the seven sampling errors of Pierre Gy |
6. | A primer on integral equations of the first kind: the problem of deconvolution and unfolding |
7. | A survey of lie groups and lie algebras with applications and computational methods |
8. | A theory of indexing |
9. | A tutorial on elliptic PDE solvers and their parallelization |
10. | A unified approach to boundary value problems |
11. | Accuracy and reliability in scientific computing |
12. | Accuracy and stability of numerical algorithms |
13. | Adaptive control tutorial |
14. | Advances in linear matrix inequality methods in control |
15. | Afternotes goes to graduate school : lectures on advanced numerical analysis : a series of lectures on advanced numerical analysis presented at the University of Maryland at College Park and recorded after the fact |
16. | Afternotes on numerical analysis: a series of lectures on elementary numerical analysis presented at the University of Maryland at College Park and recorded after the fact |
17. | Algebraic theory of automata networks: an introduction |
18. | An algorithmic theory of numbers, graphs and convexity |
19. | An introduction to invariant imbedding |
20. | An introduction to inverse scattering and inverse spectral problems |
21. | An introduction to iterative Toeplitz solvers |
22. | An introduction to modeling and simulation of particulate flows |
23. | An introduction to structured population dynamics |
24. | An introduction to variational inequalities and their applications |
25. | An uneasy alliance: the Mathematics Research Center at the University of Wisconsin, 1956-1987 |
26. | Analytical and numerical methods for Volterra equations |
27. | Anthology of statistics in sports |
28. | Ants, bikes, and clocks: problem solving for undergraduates |
29. | Applications of stochastic programming |
30. | Applications on advanced architecture computers |
31. | Applied adaptive statistical methods: tests of significance and confidence intervals |
32. | Applied dynamic programming for optimization of dynamical systems |
33. | Applied mathematical models in human physiology |
34. | Applied mathematics entering the 21st century: invited talks from the ICIAM 2003 Congress |
35. | Applied numerical linear algebra |
36. | Applied stochastic processes and control for Jump-diffusions: modeling, analysis, and computation |
37. | Approximation of large-scale dynamical systems |
38. | Approximation of population processes |
39. | Arithmetic complexity of computations |
40. | ARRACK users' guide: solution of large-scale eigenvalue problems with implicitly restarted Arnoldi methods |
41. | Asymptotic approximations of integrals |
42. | Augmented Lagrangian and operator-splitting methods in nonlinear mechanics |
43. | Axiomatic Consensus Theory in Group Choice and Biomathematics |