TAMU

Research Statement         CV         Teaching Statement


Isaac Harris, Ph.D.

Texas A&M University 3368 TAMU College Station, TX 77843-3368

Department of Mathematics

Office: Blocker 621A
E-mail: iharris [AT] tamu.edu -or- iharris [AT] math.tamu.edu


Thats Me

I graduated from The University of Delaware with a Ph.D. in Applied Mathematics under the advisement of Fioralba Cakoni in August 2015. I am currently at Texas A&M University where I am a Visiting Assistant Professor continuing my research in Inverse Problems and Scattering Theory with my mentor Bill Rundell. Here are links to my CV and Google Scholar page.

Some Updates:


Education



Research

My research interests are in direct and inverse problems for PDEs, especially those arising in acoustic and electromagnetic scattering. I have been working on the inverse scattering problem of non-destructive testing for defects in complex media and parameter identification for periodic media. My research employs techniques from a multitude of areas in mathematical analysis, such as: Functional analysis, Analysis of PDEs, Numerical and Asymptotic methods.

IP-Cover-Image

This figure is the cover image for Inverse Problems Volume 31 Number 2.
Reconstructions of circular cavities in an Anisotropic material via the factorization method.

Impedance PicImpedance Pic

EIT Reconstruction of an inclusion and the impedance function via the linear sampling method.

Research Interests:



Teaching Fall 2017

I am teaching MATH 308-Differential Equations at TAMU Sections 510 and 511!

510 Lecture: T -Blocker 128 and R-Blocker 163 at 09:35 am-10:50 am
511 Lecture: T -Blocker 128 and R-Blocker 163 at 11:10 am-12:25 pm
Office Hours: TR 3:00pm - 4:00pm am or by appointment

Math 308 Syllabus.

Math Department course schedule. This course may not follow schedule exactly.

Class Description/Learning Objectives: Ordinary differential equations, solutions in series, solutions using Laplace transforms, systems of differential equations. Prerequisites: MATH 251 or equivalent; knowledge of computer algebra system.

Here is the Help Session Schedule.

Here is a helpful link for Diff Equ Notes.

Homework 1 on Separable, Linear and Exact 1st order equations (solu for 1-11 and solu for 12-15).

Solutions to quiz 1 and 2.

Homework 3 Based on 9/21 lecture and pratice for the quiz on 9/26 (solu).

Homework 4 Based on 9/21-9/26 lecture and pratice for the quiz on 10/3 (solu).

EXAM 1 WILL NOW BE ON 10/10, a detailed list of topic will be emailed to the class soon.

Solutions to quiz 3 and 4.

Homework 5 Based on 10/3-10/6 lecture (solu).

Homework 6 Based on 10/12-10/17 lecture(solu).

Here are the Solutions to EXAM 1.

Here is a BASIC LAPLACE TRANSFORM TABLE and an EXTENSIVE TABLE

Homework 7 Based on 10/19-10/24 lecture(solu).





Last Updated: 10/30/17