New spectral multiplicities for mixing transformations
Dynamical Systems
2009-08-13 v1
Authors:
Alexandre I. Danilenko
Abstract
It is shown that if E is any subset of N such that either 1∈E or 2∈E then there is a mixing transformation whose set of spectral multiplicities is E.
Cite
@article{arxiv.0908.1640,
title = {New spectral multiplicities for mixing transformations},
author = {Alexandre I. Danilenko},
journal= {arXiv preprint arXiv:0908.1640},
year = {2009}
}
Related papers
View all related →
Dynamical Systems · Mathematics
Spectral multiplicities for ergodic flows
Alexandre I. Danilenko, Mariusz Lemańczyk
2010-08-31
Dynamical Systems · Mathematics
Spectral multiplicities for infinite measure preserving transformations
Alexandre I. Danilenko, Valery V. Ryzhikov
2010-08-31
Dynamical Systems · Mathematics
On new spectral multiplicities for ergodic maps
Alexandre I. Danilenko
2009-05-01
Dynamical Systems · Mathematics
Mixing constructions with infinite invariant measure and spectral multiplicities
Alexandre I. Danilenko, Valery V. Ryzhikov
2010-01-19
Representation Theory · Mathematics
Groups of matrices with approximately submultiplicative spectra
Mitja Mastnak, Lindsey McNamara, Zhipeng Yu
2025-09-17
Combinatorics · Mathematics
Alternating sign matrices with one -1 under vertical reflection
Pierre Lalonde
2007-05-23
Dynamical Systems · Mathematics
Ehrhart spectra of large subsets of $\mathbb{Z}^r$
Michael Björklund, Rickard Cullman, Alexander Fish
2025-03-05
Quantum Physics · Physics
New Invariants and Separability criterion of the Mixed States: Bipartite Case
Hao Chen
2007-05-23
Spectral Theory · Mathematics
Convergent spectral inclusion sets for banded matrices
Simon N. Chandler-Wilde, Ratchanikorn Chonchaiya, Marko Lindner
2023-06-21
Quantum Physics · Physics
New Invariants and Separability Criterion of the Mixed States: Multipartite Case
Hao Chen
2007-05-23
Classical Analysis and ODEs · Mathematics
Spectrality and tiling by cylindric domains
Rachel Greenfeld, Nir Lev
2016-09-26
Dynamical Systems · Mathematics
A non-singular transformation whose spectrum has Lebesgue component of multiplicity one
E. H. El Abdalaoui, M. G. Nadkarni
2019-02-20
Dynamical Systems · Mathematics
On spectral multiplicities {2, 4,..., 2^n} for totally ergodic Z^2-actions
R. A. Konev, V. V. Ryzhikov
2012-12-21
Algebraic Topology · Mathematics
Multiplicative structures on Moore spectra
Robert Burklund
2022-06-22
High Energy Physics - Phenomenology · Physics
Neutrino Mixing and Oscillations in 1999 and Beyond
S. T. Petcov
2007-05-23
High Energy Physics - Theory · Physics
Duality and Self-Duality (Energy Reflection Symmetry) of Quasi-Exactly Solvable Periodic Potentials
Gerald V. Dunne, M. Shifman
2009-11-07
Dynamical Systems · Mathematics
Measure-Theoretically Mixing Subshifts with Low Complexity
Darren Creutz, Ronnie Pavlov, Shaun Rodock
2022-04-18
Quantum Physics · Physics
Coherence convertibility for mixed states
Xiaofei Qi, Zhaofang Bai, Shuanping Du
2015-05-28
Combinatorics · Mathematics
Spectral Conditions for the Bipancyclic Bipartite Graphs
Rao Li
2021-06-28
Dynamical Systems · Mathematics
Mixing on a class of rank one transformations
Darren Creutz, C. E. Silva
2007-05-23
High Energy Physics - Phenomenology · Physics
Multiple Spectral Splits of Supernova Neutrinos
Basudeb Dasgupta, Amol Dighe, Georg G. Raffelt, Alexei Yu. Smirnov
2009-09-02
Algebraic Geometry · Mathematics
Bivariate systems of polynomial equations with roots of high multiplicity
I. Nikitin
2021-10-26
Machine Learning · Computer Science
To Bin or not to Bin: Alternative Representations of Mass Spectra
Niek de Jonge, Justin J. J. van der Hooft, Daniel Probst
2025-02-18
High Energy Physics - Phenomenology · Physics
Neutrino Physics and the Mirror World
R. R. Volkas
2007-05-23
Combinatorics · Mathematics
Isotone extension of mappings
Oleksiy Dovgoshey
2013-06-06