There are 12 books by David L. Colton on BookOrb. A strong starting point is A Qualitative Approach To Inverse Scattering Theory (2013). The bibliography below is in publication order, with series grouped in reading order.

Standalone books

  1. 1 Solution of boundary value problems by the method of integral operators 1976 · 148 pages
  2. 2 Partial differential equations in the complex domain 1976 · 88 pages
  3. 3 Analytic theory of partial differential equations 1980 · 239 pages
  4. 4 Integral equation methods in scattering theory 1983 · 271 pages
  5. 5 Partial Differential Equations:an Introduction (The Random House/Birkhauser Mathematics Series) 1988
  6. 6 Inverse problems in partial differential equations 1990 · 214 pages
  7. 7 Inverse acoustic and electromagnetic scattering theory 1992 · 334 pages
  8. 8 Surveys on Solution Methods for Inverse Problems 2000 · 275 pages
  9. 9 Qualitative Methods in Inverse Scattering Theory 2005 · 227 pages
  10. 10 A Qualitative Approach To Inverse Scattering Theory 2013 · 297 pages

Showing 10 of 12 titles.

Frequently asked questions

How many books has David L. Colton written?

BookOrb lists 12 books by David L. Colton.

Where should I start with David L. Colton?

A good starting point is A Qualitative Approach To Inverse Scattering Theory (2013).

What is the David L. Colton books in order list?

In publication order: 1. Solution of boundary value problems by the method of integral operators (1976), 2. Partial differential equations in the complex domain (1976), 3. Analytic theory of partial differential equations (1980), 4. Integral equation methods in scattering theory (1983), 5. Partial Differential Equations:an Introduction (The Random House/Birkhauser Mathematics Series) (1988), 6. Inverse problems in partial differential equations (1990), 7. Inverse acoustic and electromagnetic scattering theory (1992), 8. Surveys on Solution Methods for Inverse Problems (2000), 9. Qualitative Methods in Inverse Scattering Theory (2005), 10. A Qualitative Approach To Inverse Scattering Theory (2013).