Rosa Preiß

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Peter K. FrizProfessor of Mathematics, TU and WIAS BerlinVerified email at math.tu-berlin.de
Joscha DiehlUniversity of GreifswaldVerified email at uni-greifswald.de
Ilya ChevyrevReader, University of EdinburghVerified email at ed.ac.uk
Yvain BrunedProfessor of Mathematics, Université de LorraineVerified email at univ-lorraine.fr
Jeremy Francis ReizensteinMeta AIVerified email at meta.com
Carlo BellingeriPost-Doc Université de LorraineVerified email at universitadipavia.it
Laura ColmenarejoAssistant professor at NCSUVerified email at ncsu.edu
Nikolas TapiaWIAS BerlinVerified email at wias-berlin.de
Michael RuddySenior Data Scientist at QventusVerified email at qventus.com

Rosa Preiß

Researcher, MPI MiS Leipzig

Verified email at mis.mpg.de - Homepage


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
A rough path perspective on renormalization Y Bruned, I Chevyrev, PK Friz, R Preiss Journal of Functional Analysis 277 (11), 108-283, 2019	55	2019
Areas of areas generate the shuffle algebra J Diehl, T Lyons, R Preiß, J Reizenstein arXiv preprint arXiv:2002.02338, 2020	12	2020
Smooth rough paths, their geometry and algebraic renormalization C Bellingeri, PK Friz, S Paycha, R Preiß arXiv:2111.15539, 2021	10	2021
Signatures of paths transformed by polynomial maps L Colmenarejo, R Preiß Beiträge zur Algebra und Geometrie / Contributions to Algebra and Geometry, 2020	9	2020
From Hopf algebras to rough paths and regularity structures R Preiß Institut für Mathematik, Technische Universität Berlin, 2016	6*	2016
The moving frame method for iterated-integrals: orthogonal invariants J Diehl, R Preiß, M Ruddy, N Tapia arXiv preprint arXiv:2012.05880, 2020	4*	2020
A structure theorem for streamed information C Salvi, J Diehl, T Lyons, R Preiss, J Reizenstein Journal of Algebra 634, 911-938, 2023	3	2023
Hopf algebras and non-associative algebras in the study of iterated-integral signatures and rough paths RLD Preiß Technische Universität Berlin, 2022	2	2022
An algebraic geometry of paths via the iterated-integrals signature R Preiß arXiv:2311.17886 [math.RA], 2023	1	2023

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