output
20122024
most citedSymmetry breaking in linear multipole traps

13 citations

11 papers

math.LO2024★ 1 cited

Soluble Lie rings of finite Morley rank

Adrien Deloro, Jules Tindzogho Ntsiri

We do two things. 1. As a corollary to a stronger linearisation result (Theorem A), we prove the finite Morley rank version of the Lie-Kolchin-Malcev theorem on Lie algebras (Corol…

math.LO2023★ 1 cited

Simple Lie rings of Morley rank 4

Adrien Deloro, Jules Tindzogho Ntsiri

We prove the Lie ring equivalent of the Cherlin-Zilber conjecture -- in characteristic 0, for any rank and -- in characteristic not 2, 3 for rank less than or equal to 4. Both are…

math.PR2020

Backwards semi-martingales into Burgers' turtulence

Florent Nzissila, Octave Moutsinga, Fulgence Eyi Obiang

In fluid dynamics governed by the one dimensional inviscid Burgers equation , the stirring is explained by the sticky particles model. A Markov proce…

math.PR2019★ 1 cited

Resolution of the skew Brownian motion equations with stochastic calculus for signed measures

Fulgence Eyi Obiang

Contributions of the present paper consist of two parts. In the first one, we contribute to the theory of stochastic calculus for signed measures. For instance, we provide some res…

physics.ins-det2018★ 7 cited

Correcting symmetry imperfections in linear multipole traps

J. Pedregosa-Gutierrez, C. Champenois, M. Houssin +2

Multipole radio-frequency traps are central to collisional experiments in cryogenic environments. They also offer possibilities to generate new type of ion crystals topologies and…

physics.atom-ph2017★ 13 cited

Symmetry breaking in linear multipole traps

Jofre Pedregosa-Gutierrez, Caroline Champenois, Marius Kamsap +3

Radiofrequency multipole traps have been used for some decades in cold collision experiments, and are gaining interest for precision spectroscopy due to their low mi-cromotion cont…