Mark Gregory Forest

MathSciNet


Ph.D. University of Arizona 1979 UnitedStates
Dissertation: Multiple Phase Averaging of Periodic Soliton Equations
Mathematics Subject Classification: 35—Partial differential equations

Advisor: David Warren McLaughlin

Students:
Click here to see the students listed in chronological order.

NameSchoolYearDescendants
Bolinger, KarenThe Ohio State University1989
Cao, JianzhongThe Ohio State University1992
Carlson, CharlesThe Ohio State University1996
Choate, EricThe University of North Carolina at Chapel Hill2007
Fang, FuhuiThe University of North Carolina at Chapel Hill2020
Fox, RyanThe University of North Carolina at Chapel Hill2020
He, YunyanThe University of North Carolina at Chapel Hill2020
Heroy, SamuelThe University of North Carolina at Chapel Hill2018
Hult, CaitlinThe University of North Carolina at Chapel Hill2017
Jin, YuanThe University of North Carolina at Chapel Hill2015
Lee, Jong-EaoThe Ohio State University1986
Lee, JooheeThe University of North Carolina at Chapel Hill2007
Lindley, BrandonThe University of North Carolina at Chapel Hill2008
Sheu, Shin-PyngThe Ohio State University1992
Shi, FengThe University of North Carolina at Chapel Hill2013
Talkington, AnneThe University of North Carolina at Chapel Hill2021
Walker, BenjaminThe University of North Carolina at Chapel Hill2021
Wang, QiThe Ohio State University199111
Wang, SimiThe University of North Carolina at Chapel Hill2014
Wessler, TimothyThe University of North Carolina at Chapel Hill2017
Xu, KeThe University of North Carolina at Chapel Hill2009
Yao, LingxingThe University of North Carolina at Chapel Hill2007
Zheng, XiaoyuThe University of North Carolina at Chapel Hill2006

According to our current on-line database, Mark Forest has 23 students and 34 descendants.
We welcome any additional information.

If you have additional information or corrections regarding this mathematician, please use the update form. To submit students of this mathematician, please use the new data form, noting this mathematician's MGP ID of 1591 for the advisor ID.