About
Niles Johnson serves as an Associate Professor at The Ohio State University, Newark campus, specializing in advanced mathematical research at the intersection of algebraic topology and category theory.
His scholarly work investigates structural parallels between low-dimensional stable homotopy theory and symmetric monoidal algebra, with specific contributions to cohomology operations in Postnikov towers and categorical interpretations of Toda brackets. This research direction, demonstrated in his November 2019 seminar presentation, reveals deep connections between abstract algebraic frameworks and topological invariants.
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