Bibliography

Daniel W. Stroock Books in Order

25 books

There are 25 books by Daniel W. Stroock on BookOrb. A strong starting point is Lectures on Stochastic Analysis (1987). The bibliography below is in publication order, with series grouped in reading order.

Standalone books

  1. 1 Topics in probability theory 1973 · 179 pages
  2. 2 Multidimensional diffusion processes 1979 · 338 pages
  3. 3 Lectures on topics in stochastic differential equations 1982 · 90 pages
  4. 4 An introduction to the theory of large deviations 1984 · 196 pages
  5. 5 Lectures on Stochastic Analysis 1987 · 230 pages
  6. 6 Large Deviations 1989 · 306 pages
  7. 7 A concise introduction to the theory of integration 1990 · 184 pages
  8. 8 Probability Theory, an Analytic View 1994 · 536 pages
  9. 9 The legacy of Norbert Wiener 1997 · 405 pages
  10. 10 An Introduction to the Analysis of Paths on a Riemannian Manifold (Mathematical Surveys & Monographs) 1999 · 269 pages
  11. 11 Markov Processes from K. Ito's Perspective (Am-155) 2003 · 289 pages
  12. 12 Markov processes from K. Itô's perspective 2003 · 272 pages
  13. 13 An introduction to Markov processes 2005 · 171 pages
  14. 14 Partial differential equations for probabalists [sic] 2008 · 215 pages
  15. 15 An introduction to partial differential equations for probabilists 2008 · 215 pages
  16. 16 Partial Differential Equations for Probabilists 2010 · 232 pages
  17. 17 Essentials of Integration Theory for Analysis 2013 · 244 pages
  18. 18 Mathematics of probability 2013 · 284 pages
  19. 19 An Introduction to Markov Processes Graduate Texts in Mathematics 2013 · 203 pages
  20. 20 A Concise Introduction to Analysis 2015 · 230 pages
  21. 21 Elements of Stochastic Calculus and Analysis 2018 · 206 pages
  22. 22 Gaussian Measures in Finite and Infinite Dimensions 2023 · 144 pages

Showing 22 of 25 titles.

Frequently asked questions

How many books has Daniel W. Stroock written?

BookOrb lists 25 books by Daniel W. Stroock.

Where should I start with Daniel W. Stroock?

A good starting point is Lectures on Stochastic Analysis (1987).

What is the Daniel W. Stroock books in order list?

In publication order: 1. Topics in probability theory (1973), 2. Multidimensional diffusion processes (1979), 3. Lectures on topics in stochastic differential equations (1982), 4. An introduction to the theory of large deviations (1984), 5. Lectures on Stochastic Analysis (1987), 6. Large Deviations (1989), 7. A concise introduction to the theory of integration (1990), 8. Probability Theory, an Analytic View (1994), 9. The legacy of Norbert Wiener (1997), 10. An Introduction to the Analysis of Paths on a Riemannian Manifold (Mathematical Surveys & Monographs) (1999), 11. Markov Processes from K. Ito's Perspective (Am-155) (2003), 12. Markov processes from K. Itô's perspective (2003), 13. An introduction to Markov processes (2005), 14. Partial differential equations for probabalists [sic] (2008), 15. An introduction to partial differential equations for probabilists (2008), and 7 more.