## Adam Mihalik

## UCSD Department of Mathematics

## Center for Computational Mathematics

Office: AP&M 5768

## Graduate student working with the Holst Research Group

## curriculum vitae

## research interests

Adaptive numerical methods, finite element exterior calculus, nonlinear PDE, financial mathematics.

## papers

M. Holst, A. Mihalik and R. Szypowski,Convergence and Optimality of Adaptive Mixed Methods on Surfaces, submitted for publication, arXiv:1404.1946.

M. Holst, A. Mihalik and R. Szypowski,Convergence and Optimality of Adaptive Methods in the Finite Element Exterior Calculus Framework, submitted for publication, arXiv:1306.1886v2.

## recent research talks

Center for Computational Mathematics Seminar UCSD 2/18/14

Convergence and Optimality of an Adaptive Mixed Finite Element Method on Surfaces

Center for Computational Mathematics Seminar UCSD 5/6/13

Convergence of Adaptive Methods in the Finite Element Exterior Calulus Framework

Computational Science Mathematics and Engineering Seminar UCSD 10/18/12

Adaptive Methods, Nonlinear PDE, and Surface FEM in the FEEC Framework

## teaching

Associate Instructor:

Math 10B Summer 2013

Teaching Assistant:

Math 170B Spring 2014 ; HW Solutions

Math 194 Winter 2014

Math 174/274 Fall 2014

Math 170B Spring 2013

Math 170A Fall 2012

Math 270C Spring 2012

Math 20F Winter 2012

Math170A Fall 2011

Data Incubator:

Example 1