For citation statistics, please see my Google Citations Profile.

- D.E. Baldwin,
*Sous Vide for the Home Cook*. Paradox Press LLC, 12 April 2010. ISBN: 978-0-9844936-0-9. Errata. Available from Amazon.com, Amazon.co.uk, and the SousVide Supreme site.

- M.J. Ablowitz and D.E. Baldwin, Dispersive shock wave interactions and asymptotics. (APS)
*Physical Review E*, vol. 87(2), pp. 022906 (2013). - M.J. Ablowitz and D.E. Baldwin, Interactions and asymptotics of dispersive shock waves – Korteweg–de Vries equation. (DOI) (ArXiv)
*Physics Letters A*, vol. 377, pp. 555–559 (2013). - M.J. Ablowitz and D.E. Baldwin, Nonlinear shallow ocean-wave soliton interactions on flat beaches (APS) (ArXiv),
*Physical Review E*, vol. 86(3), pp. 036305 (2012). Synopsis on APS's Physics. Physics Today. SIAM News. News coverage: New Scientist, Bulletin of the American Meteorological Society (Jan. 2013, News), Our Amazing Planet, CU Press Release. Erratum: There is a typo in equation (3), change \(\frac{\partial^2 F_N}{\partial x^2}\) to \(\frac{\partial^2 \log F_N}{\partial x^2}\). - D.E. Baldwin. Sous vide cooking: A review (DOI) (PDF),
*International Journal of Gastronomy and Food Science*, vol. 1(1), pp. 15–30 (2012). - D.E. Baldwin and W. Hereman,
A symbolic algorithm for computing recursion operators of nonlinear partial differential equations
(DOI)
(ArXiv),
*International Journal of Computer Mathematics*, vol. 87(5), pp. 1094–119 (2010). - M.J. Ablowitz, D.E. Baldwin, and M.A. Hoefer,
Soliton generation and multiple phases in dispersive shock and rarefaction wave interaction (APS)
(ArXiv),
*Physical Review E*, vol. 80(1), pp. 016603 (2009). - D.E. Baldwin and W. Hereman,
Symbolic software for the Painlevé test
of nonlinear ordinary and partial differential equations
(DOI) (ArXiv),
*Journal of Nonlinear Mathematical Physics*, vol. 13(1), pp. 90–110 (2006). - D.E. Baldwin, Ü. Göktas, W. Hereman,
Symbolic computation of hyperbolic tangent
solutions for nonlinear differential-difference equations (DOI) (ArXiv),
*Computer Physics Communications*, vol. 162(3), pp. 203–17 (2004). - D.E. Baldwin, Ü. Göktas, W. Hereman, L. Hong, R.S. Martino, and J.C. Miller,
Symbolic computation of exact solutions expressible in hyperbolic and elliptic functions for nonlinear PDEs (DOI) (ArXiv),
*Journal of Symbolic Computation*, vol. 37, pp. 669–705 (2004).

- D.E. Baldwin,
*Meat: Heat Transfer in Meat*in "Handbook of Molecular Gastronomy: Scientific Foundations, Educational Practices, and Culinary Applications" edited by Róisín Burke et al., CRC Press, ISBN: 978-1-4665-9478-4, (2021). - D.E. Baldwin,
*Sous Vide Cooking*in "Handbook of Molecular Gastronomy: Scientific Foundations, Educational Practices, and Culinary Applications" edited by Róisín Burke et al., CRC Press, ISBN: 978-1-4665-9478-4, (2021). - D.E. Baldwin,
*Cooking Sous Vide*in "Cooking Sous Vide" by Heiko Antoniewicz, Matthaes Verlag, ISBN: 978-3-87515-067-4, (July 2012). - D.E. Baldwin,
*Sous-vide*in "Sous-vide" (in German) by Heiko Antoniewicz, Matthaes Verlag, ISBN: 978-3875150544, (Mar 2011). - D.E. Baldwin,
*Interview with Douglas Baldwin on Sous Vide*in "Cooking for Geeks" by Jeff Potter, O'Reilly, ISBN: 978-0-596-80588-3, (July 2010).

- D.E. Baldwin, W. Hereman, and J. Sayers,
Symbolic algorithms for the Painlevé test,
special solutions, and recursion operators for nonlinear PDEs (ArXiv),
*CRM Proceedings and Lecture Series*, vol. 39, Eds.: P. Winternitz and D. Gomez-Ullate, American Mathematical Society, Providence, Rhode Island, pp. 17-32 (2004).

- M.J. Ablowitz and D.E. Baldwin. Nonlinear ocean-wave interactions on flat beaches.
*SIAM News*(PDF), vol. 46(5), June 2013.

- D.E. Baldwin,
*Dispersive shock wave interactions and two-dimensional ocean-wave soliton interactions*(PDF), University of Colorado, Boulder, CO, USA. Defended on April 11, 2013. - D.E. Baldwin,
*Symbolic algorithms and software for the Painlevé test and recursion operators for nonlinear partial differential equations*(PDF), Colorado School of Mines, Golden, Colorado, USA. Defended on March 24, 2004.

- D.E. Baldwin and E. Corson. Accessibility and Universal Design. At the
*Web Workshop*, University of Colorado, Boulder, Colorado, USA, March 11, 2014. - D.E. Baldwin. Dispersive shock waves and shallow ocean-wave line-soliton interactions. For the
*Differential Equations Seminar*, North Carolina State University, Raleigh, North Carolina, USA, February 26, 2014. - D.E. Baldwin. Giving Thanks to the Water Bath: Sous Vide Cooking for the Holidays. American Chemical Society Webinar moderated by Sara Risch, November 21, 2013. Live screen-cast and Q&A with 460 attendees. Slides (PDF 3.9MB) and transcript (PDF).
- D.E. Baldwin. Dispersive shock waves interactions and asymptotics. For the
*Math Colloquium Series*, University of Colorado at Colorado Springs, Colorado Springs, Colorado, USA, October 31, 2013. - D.E. Baldwin. Sous vide cooking and chemistry. American Chemical Society Webinar moderated by Sara Risch, May 9, 2013. Live screen-cast and Q&A with 541 attendees. Slides (PDF) and transcript (PDF).
- D.E. Baldwin. Dispersive shock waves interactions and asymptotics. At the
*AMS Spring Western Sectional Meeting*, University of Colorado, Boulder, Colorado, USA, April 13–14, 2013. - D.E. Baldwin. Dispersive shock waves interactions and asymptotics. At
*The Eighth IMACS International Conference on Nonlinear Evolution Equations and Wave Phenomena: Computation and Theory*, University of Georgia, Athens, Georgia, USA, March 25–28, 2013. - D.E. Baldwin. Nonlinear shallow ocean wave soliton interactions on flat beaches. For the
*Applied Mathematics and Statistics Colloquium*, Colorado School of Mines, Golden, Colorado, USA, January 18, 2013. - D.E. Baldwin. Interactions and asymptotics of dispersive shock waves. At the
*SIAM Conference on Nonlinear Waves and Coherent Structures*, University of Washington, Seattle, Washington, USA, June 13, 2012. - H. Antoniewicz and D.E. Baldwin. Wenn Wissenschaft kreativ macht: sous vide, flavor pairings, and cryo-methods. At
*Chef-Sache Alps*, Zürich, Switzerland, June 10, 2012. Joint talk to about 600 chefs. - D.E. Baldwin.
*Mathematica*software for the Painlevé test, special solutions, and recursion operators of nonlinear PDEs. At the*Workshop on Group Theory and Numerical Analysis*, Centre de Recherches Mathématiques, Université de Montréal, Montréal, Québec, Canada, May 30, 2003.