arXiv math.RAの新着論文7本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-05-14/
* A completion of reduced commutative rings
* Expander Evolution Algebras
* Cocommutative Hopf Dialgebras and Rack Combinatorics
* Commuti... more
arXiv math.RAの新着論文5本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-05-13/
* Uniqueness Theorems for Twisted Steinberg Algebras
* Groups of permutations that are even on maximal proper subsets, and related monoids
*... more
arXiv math.RAの新着論文22本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-05-12/
* Finite products in commutative monoids: well-definition, recursion on finite subsets, and why the empty product is $1$
* Residue Constraint... more
arXiv math.RAの新着論文5本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-05-11/
* Mean weak length
* Opposite brace triples, Hopf braces and matched pairs of Hopf algebras
* Commutativity preserving mappings in Banach al... more
arXiv math.RAの新着論文2本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-05-08/
* Spaces of matrices with few eigenvalues (II)
* Automorphism groups of direct products of multiplicative monoids of certain rings
arXiv math.RAの新着論文8本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-05-07/
* Left--right Transfer for $C4^{\ast}$-Rings Beyond the Regular Case
* A Generalised Jordan Normal Form and Its Computation Over Finite Fields... more
arXiv math.RAの新着論文5本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-05-06/
* Solving one-sided linear systems over symmetrized and supertropical semiring
* On Regular Quantum Commutative Algebras
* Central series of... more
arXiv math.RAの新着論文10本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-05-05/
* Nonsymmetric versions of binary quadratic operads
* Minimal Dimensions of Maximal Commutative Matrix Algebras and Sharp Courter-Type Bounds... more
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プレプリどんどん: math.RA launched 12 days ago and published 19 episodes to date. You can find more information about this podcast including rankings, audience demographics and engagement in our podcast database.
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