Davar Khoshnevisan

Professor of Mathematics,
The University of Utah

Contact Information | Hours

My faculty profile

Books | Collaborators | Lecture Notes | Publications | Vita

Probability and Statistics in Utah

Springer Lecture Notes in Math.

Probability & its Appl. | Progress in Probability

The Annals of Probability

Journal of Theoretical Probability

Courses (Spring 2015):

6020-1 (Multilinear Models) | 7880-1 (Topics in Probab: Gaussian Analysis)

Webpages for previous courses

E-prints [arXiv; research supported by the NSF Grant DMS-1307470]:

Contact Information | Hours

My faculty profile

Books | Collaborators | Lecture Notes | Publications | Vita

Probability and Statistics in Utah

Springer Lecture Notes in Math.

Probability & its Appl. | Progress in Probability

The Annals of Probability

Journal of Theoretical Probability

Courses (Spring 2015):

6020-1 (Multilinear Models) | 7880-1 (Topics in Probab: Gaussian Analysis)

Webpages for previous courses

E-prints [arXiv; research supported by the NSF Grant DMS-1307470]:

- Dissipation
and high disorder

(20 pages; submitted; with Le Chen, Michael Cranston, and Kunwoo Kim). - The
dimension of the range of a random walk

(37 pages; submitted; with Nicos Georgiou, Kunwoo Kim, and Alex D. Ramos). - Decorrelation
of total mass via energy

(11 pages; submitted; with Le Chen and Kunwoo Kim). - Analysis
of the gradient of the solution to a stochastic heat equation via fractional Brownian motion

(25 pages; submitted; with Mohammud Foondun and Pejman Mahboubi). - Strong invariance and noise comparison
principles for some parabolic SPDEs

(26 pages; submitted; with Mathew Joseph and Carl Mueller). - Weak existence of a solution to
a differential equation driven by a very rough fBm

(20 pages; submitted; with Jason Swanson, Yimin Xiao, and Liang Zhang).

- On a family of polynomials (Pdf; revised: 4/08/07)
- Schoenberg's theorem via the law of large numbers (Pdf)

155 South 1400 East, Room 102, Salt Lake City, UT 84112-0090, Tel:+1 801 581 3896, Fax:+1 801 581 4148