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I am a rising junior and math major at Princeton University. I am working with Dr. Ji Young Choi from Shippensburg University on a graph theory project about minimum p_k weights in simple, connected graphs. I enjoy playing ultimate frisbee, card games, and reading math.


My original project description, with some editing:

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The sum of the weights on every path of length k in a graph G with edges of weight 1 or -1 is called the Pk(G,w)-total weight of the ±1-assigned graph, with assignment w. The minimum of the absolute value of the Pk-total weights of a graph considering every possible ±1 assignment is called the minimum pk-total weight. This project is to study the boundaries of the minimum pk(G)-total weights for simple connected graphs.

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Contact information

Office: CoRE 444 (Busch Campus - Rutgers University), shared with Ethan McCarthy and Jonathan Eskreis-Winkler

Office phone: 732-445-4663

E-mail: azhu@princeton.edu