Seguir
Paolo Saracco
Título
Citado por
Citado por
Año
Topological tensor product of bimodules, complete Hopf algebroids and convolution algebras
L El Kaoutit, P Saracco
Communications in Contemporary Mathematics, 1850015, 2017
132017
Globalization for geometric partial comodules
P Saracco, J Vercruysse
Journal of Algebra 602, 37-59, 2022
72022
Antipodes, preantipodes and Frobenius functors
P Saracco
Journal of Algebra and Its Applications 20 (07), 2150124, 2021
72021
Hopf modules, Frobenius functors and (one-sided) Hopf algebras
P Saracco
Journal of Pure and Applied Algebra 225 (3), 106537, 2021
52021
On the Structure Theorem for quasi-Hopf bimodules
P Saracco
Applied Categorical Structures 25 (1), 3-28, 2017
52017
Coquasi-bialgebras with preantipode and rigid monoidal categories
P Saracco
Algebras and Representation Theory, 1-26, 2020
42020
The Hopf algebroid structure of differentially recursive sequences
LE Kaoutit, P Saracco
Quaestiones Mathematicae 45 (4), 547-593, 2022
32022
Differentiation and integration between Hopf algebroids and Lie algebroids
A Ardizzoni, LE Kaoutit, P Saracco
arXiv preprint arXiv:1905.10288, 2019
32019
Hopf Structures and Duality
P Saracco
32018
Functorial constructions for non-associative algebras with applications to quasi-bialgebras
A Ardizzoni, L El Kaoutit, P Saracco
Journal of Algebra 449, 460-496, 2016
32016
Comparing topologies on linearly recursive sequences
LE Kaoutit, P Saracco
Ars Mathematica Contemporanea 16 (2), 319-329, 2017
22017
PBW-deformations of graded rings
A Ardizzoni, P Saracco, D Ştefan
Israel Journal of Mathematics 249 (2), 769-856, 2022
2022
NOTES ON HOPF MODULES, INTEGRALS AND FROBENIUS HOPF ALGEBRAS.
P SARACCO
2019
On Frobenius and Hopf
P Saracco
2019
An Hopf Algebroid Approach to Jets Spaces and Lie Algebroid Integration
P Saracco
2018
The Structure Theorem for quasi-Hopf bimodules: from quasi-antipodes to preantipodes.
P Saracco
2015
Il preantipode ed il Teorema Fondamentale di Struttura per i quasi-bimoduli di Hopf
P Saracco
2014
Tannaka-Kreın reconstruction and coquasi-bialgebras with preantipode
P Saracco
ON FROBENIUS AND HOPF
PON FROBENIUS-HOPF
El sistema no puede realizar la operación en estos momentos. Inténtalo de nuevo más tarde.
Artículos 1–19