Mark A Adler

Title

Professor of Mathematics

Mathematics

Expertise

Analysis. Differential equations. Completely integrable systems.

Degrees

New York University, Ph.D.

Cooper Union, B.S.

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Contact

Email:	adler@brandeis.edu
Phone:	781-736-3055
Office:	Goldsmith Building, 316

Awards and Honors

Appointed Research Professor at Mathematical Sciences Research Institute in Random Matrix program (2011)

National Science Foundation research grant (2001)

Sloan Fellowship (1981 - 1983)

Two math awards at Cooper Union (1969)

Courses Taught

MATH	8a	Introduction to Probability and Statistics
MATH	20a	Techniques of Calculus: Calculus of Several Variables
MATH	32a	Differential Geometry
MATH	36a	Probability
MATH	37a	Differential Equations
MATH	56a	Introduction to Stochastic Processes and Models
MATH	110a	Geometric Analysis
MATH	110b	Differential Geometry
MATH	111b	Complex Analysis
MATH	212b	Functional Analysis
MATH	311a	Further Topics in Analysis

Scholarship

Adler, Mark A. "From the Pearcey to the Airy process." Electronic Journal of Probabilty 16. (2012): 1048-106

Adler, Mark A. "Non-intersecting Brownian Motions Leaving from and going to Several Points." Physica D: Nonlinear Phenomena Issue 5. (2012): p. 443-460.

Adler, Mark A. "Nonlinear PDEs for gap probabilities in random matrices and KP theory." Physica D: Nonlinear Phenomeana 241. 23-24 (2012): 2265-2284.

Adler, Mark A. "Spectral statistics of orthogonal and symplectic ensembles." The Oxford Handbook of Random Matrix Theory. vol. 1 Ed. G. Akemann, J. Baik and P. Di Franco. Oxford: Oxford University Press, 2011. 86-102.

Adler, Mark A. Integrable Systems,Random matrices and Random processes. Proc. of Random matrices,Random processes and Integrable Systems. Montreal: Springer, 2011.

Adler, Mark A, ed. Airy Processes with Wanderers and New Universality Classes. 38,no.2 2010.

Adler, Mark A, ed. Dyson's non-intersection Brownian motions with a few outliers. New York: Wiley Periodicals, 62 2010.

Adler, Mark A. "Universality of the Pearcey Process." arXiv:Math-pr 10901.4520 Math-pr 10901. 4520 (2010)

Adler, Mark A, van Moerbeke,P., ed. PDE's for the Gaussian Ensemble with external source and the Pearcey distribution. Comm. Pure and Applied Math., 60,no.9 2009.

Adler, Mark A, Borodin,A.,Van Moerbeke, P., ed. Expectations of hook products on large partitions. Forum Math., 19,no.1 2007.