Bimonoidal Categories, $E_N$-Monoidal Categories, And Algebraic $K$-Theory

Explore bimonoidal categoriesâ€"ring-like structures without additive inversesâ€"that merge ideas in category theory, homotopy, and algebraic K-theory. Uniting braided frameworks, coherence theorems, and higher monoidal constructions, the work reveals rich interconnections with quantum groups and topological quantum computation.