Publications

Justin Z. Schroeder (2022). Constructing mutually orthogonal symmetric hamiltonian double latin squares from Mullin-Nemeth starters in finite fields. In preparation.

Justin Z. Schroeder (2019). A tripling construction for mutually orthogonal symmetric hamiltonian double latin squares. In J. Combin. Designs.

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Ethan Rarity, S.A. Schluchter, Justin Z. Schroeder (2018). The smallest self-dual embeddable graphs in a pseudosurface. In Missouri J. Math. Sci..

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S.A. Schluchter, Justin Z. Schroeder, Kathryn Cokus, Ryan Ellingson, Hayley Harris, Ethan Rarity, Thomas Wilson (2017). Prime labelings of generalized Petersen graphs. In Involve.

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T.A. McCourt, Justin Z. Schroeder (2016). Self-embeddings of doubled affine Steiner triple systems. In Australas. J. Combin..

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M.J. Grannell, Justin Z. Schroeder (2015). Biembeddings of 2-rotational Steiner triple systems. In Electron. J. Combin..

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M.N. Ellingham, Justin Z. Schroeder (2014). Orientable hamilton cycle embeddings of complete tripartite graphs II: Voltage graph constructions and applications. In J. Graph Theory.

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