output
19962026
most citedSelective review of offline change point detection methods

1.4k citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

collaborating institutions
Showing 2002Show all

7 papers · 1 filter

math.AT2002

Sur la realisation des modules instables

DongHua Jiang

In this article, we give some conditions on the structure of an unstable module, which are satisfied whenever this module is the reduced cohomology of a space or a spectrum. First,…

math.AG2002

Hodge modules on Shimura varieties and their higher direct images in the Baily-Borel compactification

J. I. Burgos, J. Wildeshaus

We prove an analogue for Hodge modules of Pink's theorem on the degeneration of l-adic sheaves (Math. Ann. 292). Let j be the open immersion of a Shimura variety M into its Baily-B…

math.AT2002

Adem-Cartan operads

D. Chataur, M. Livernet

In this paper, we introduce Adem-Cartan operads and prove that the cohomology of any algebra over such an operad is an unstable level algebra over the extended Steenrod algebra. Mo…

math.GT2002★ 45 cited

Arc Operads and Arc Algebras

Ralph M Kaufmann, Muriel Livernet, RC Penner

Several topological and homological operads based on families of projectively weighted arcs in bounded surfaces are introduced and studied. The spaces underlying the basic operad a…

math.CO2002★ 48 cited

The Jacobian Conjecture as a Problem of Perturbative Quantum Field Theory

A. Abdesselam

The Jacobian conjecture is an old unsolved problem in mathematics, which has been unsuccessfully attacked from many different angles. We add here another point of view pertaining t…

math.CO2002★ 10 cited

A Physicist's Proof of the Lagrange-Good Multivariable Inversion Formula

A. Abdesselam

We provide yet another proof of the classical Lagrange-Good multivariable inversion formula using techniques of quantum field theory.

math.AP2002★ 23 cited

Strichartz estimates for the Wave and Schrodinger Equations with the Inverse-Square Potential

Nicolas Burq, Fabrice Planchon, John G. Stalker +1

We prove spacetime weighted-L^2 estimates for the Schrodinger and wave equation with an inverse-square potential. We then deduce Strichartz estimates for these equations.