Daniel Conus

Address Daniel Conus University of Utah Department of Mathematics, JWB 330 155 S 1400 E, Rm 233 Salt Lake City, UT, 84112-0090 USA Contact Email: conus@math.utah.edu Tel: +1 801 581 6131 FAX: +1 801 581 4148 Office : JWB 330

Presentation

I obtained my Ph.D. degree in 2008 at the Swiss Federal Institute of Technology (Lausanne) under the supervision of Prof. Robert C. Dalang. I am currently an Assistant Professor (Lecturer) at the Department of Mathematics of the University of Utah, Salt Lake City. My research is in the field of Stochastic PDEs, more precisely about the non-linear stochastic wave equation as well as the question of intermittency in parabolic equations. Here is a copy of my Research Statement.

Curriculum Vitae

My CV (August 2010).

Teaching (Spring 2011)

Math 5010 : Introduction to Probability. (Spring 2011)

Past Teaching

Math 5010 : Introduction to Probability. (Spring 2010)

Math 5760 : Introduction to Mathematical Finance I. (Fall 2009)

Math 5765 : Introduction to Mathematical Finance II. (Spring 2010)

Publications

[1] Conus D. & Khoshnevisan D. Weak nonmild solutions to some SPDEs. Illinois Journal of Mathematics (accepted, pending revisions).

[2] Conus D. & Khoshnevisan D. On the existence and position of the farthest peaks of a family of stochastic heat and wave equations. Probability theory and related fields (accepted, pending revisions).

[3] Conus D. The non-linear stochastic wave equation in high dimensions : existence, Holder-continuity and Itô-Taylor expansion. EPFL Ph.D. Thesis #4265 (2008).

[4] Conus D. & Dalang R.C. The non-linear stochastic wave equation in high dimensions. Electronic Journal of Probability, Vol.13 (2008) 629-670.

[5] Dalang R.C. & Conus D. Introduction à la théorie des probabilités. EPFL Press, 2008.