I am an Associate Professor of Mathematics at the University of Oregon. My research interests are mathematical statistical physics and number theory.

I teach in the Clark Honors College.

I am currently the President of United Academics of the University of Oregon. I am the Secretary/Treasurer of the American Association of University Professors. I was the President of the University Senate 2017-2018.

### The Men of Modern Mathematics: Zoom and What it Reveals

As the COVID-19 pandemic has progressed I have moved about my house in quest of the ever perfect Zoom station. My husband and I are lucky enough to have a house large enough that we can reconfigure our work locations, and we have several times as the pandemic and seasons have evolved. Various rooms are…

### Absolute Values and the Product Formula in Number Fields

We look at extending absolute values from base fields to extensions in the $K | \mathbb Q$ situation, and formulate a choice of absolute values for the places of $K$ which satisfy the Product Formula.

### The Algebra and Geometry of $\mathbb Q_p$

Here we investigate the algebraic and geometric properties of the $p$-adic numbers.

### Absolute Values and Completions of $\mathbb Q$

Notes on the places of $\mathbb Q$ and the analytic construction of the $p$-adic numbers.

### Field Extensions and Number Fields

Here I am storing various basic facts about Number Fields that are useful in other notes. I hope this becomes more complete as time goes on.

### Recalling Galois Theory

This is a brief reminder of the main ideas of Galois theory.

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