arXiv math.RAの新着論文15本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-06-23/
* Transposed Poisson structure on the Witt-type algebra $\mathcal{W}(a,-1)$: Derivations, Automorphisms, and Rota--Baxter operators
* Vector ... more
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/2026-06-19/
* Nijenhuis Lie $2$-algebras
* Explicit descriptions of the subfields $(NL)^{pi}$ and $(NL)^{pi}(NL)^{sep}$ of $NL$ and new explicit criteria ... more
arXiv math.RAの新着論文3本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-06-18/
* On restricted Rota-Baxter Lie algebras of arbitrary weight
* Surjectivity of Engel Words on $\mathrm{SL}_2(\mathcal{O})$ and $\mathrm{PSL}_2... 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/2026-06-17/
* Finite basis property for finite graded algebras
* A note on the image of graded multilinear polynomials on upper triangular matrices
* No... more
arXiv math.RAの新着論文11本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-06-16/
* The graded Grothendieck group ${K}_0^{\mathrm{gr}}$ is full for weighted Leavitt path algebras
* On the structure of finite Novikov conform... more
arXiv math.RAの新着論文6本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-06-15/
* The Reduction Theorem for Leavitt Labelled Path Algebras and Its Applications
* Classification of Finite-Dimensional Lie Algebras with Respe... more
arXiv math.RAの新着論文6本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-06-12/
* Near-Trinions: Complete Classification of Unital Three-Dimensional Real Associative Algebras
* Two-sided tilting complexes over symmetric al... more
arXiv math.RAの新着論文4本をご紹介します。
番組ページ: prepridondon.nyoho.jp/channels/math-ra/episodes/2026-06-11/
* Graded identities of the first Weyl algebra and its generalizations
* Ternary public-key cryptosystem
* Singular Hochschild complex and Ca... more
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プレプリどんどん: math.RA launched 2 months ago and published 46 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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