Tobias Johnson

Citado por

	Todos	Desde 2019
Citações	401	270
Índice h	12	10
Índice i10	13	10

20092010201120122013201420152016201720182019202020212022202320242 1 1 7 17 6 11 27 43 71 38 26 31 47 51

Acesso público

Ver todos

15 artigos

0 artigo

disponível

não disponível

Com base nas autorizações de financiamento

Coautores

Matthew JungeAssistant Professor, Baruch CollegeE-mail confirmado em baruch.cuny.edu
Christopher HoffmanProfessor of Mathematics, University of WashingtonE-mail confirmado em math.washington.edu
Larry GoldsteinProfessor of Mathematics, University of Southern CaliforniaE-mail confirmado em math.usc.edu
Ioana DumitriuUniversity of California, San DiegoE-mail confirmado em ucsd.edu
Soumik PalUniversity of Washington SeattleE-mail confirmado em uw.edu
Elliot PaquetteAssociate Professor of Mathematics, McGill UniversityE-mail confirmado em mcgill.ca
Nicholas CookMathematics Department, Duke UniversityE-mail confirmado em math.duke.edu
Joshua ZahlUniversity of British ColumbiaE-mail confirmado em math.ubc.ca
Glenn HurlbertVirginia Commonwealth UniversityE-mail confirmado em vcu.edu
Hanbaek LyuAssistant Professor, University of Wisconsin - Madison, Department of MathematicsE-mail confirmado em math.wisc.edu
Fiona SkermanUppsala UniversityE-mail confirmado em math.uu.se
Moumanti PodderAssistant Professor, Department of Mathematics, Indian Institute of Science Education and ResearchE-mail confirmado em iiserpune.ac.in
Raphael Lachieze-ReyUniversité Paris DescartesE-mail confirmado em parisdescartes.fr
Anne SchillingDepartment of Mathematics, UC DavisE-mail confirmado em math.ucdavis.edu
Erik SlivkenUniversity of North Carolina WilmingtonE-mail confirmado em uncw.edu

Seguir

Tobias Johnson

College of Staten Island

E-mail confirmado em csi.cuny.edu - Página inicial

Probability Combinatorics


Título Ordenar por citações Ordenar por ano Ordenar por título	Citado por Citado por	Ano
Size biased couplings and the spectral gap for random regular graphs N Cook, L Goldstein, T Johnson	67	2018
Recurrence and transience for the frog model on trees C Hoffman, T Johnson, M Junge	65	2017
From transience to recurrence with Poisson tree frogs C Hoffman, T Johnson, M Junge	48	2016
Functional limit theorems for random regular graphs I Dumitriu, T Johnson, S Pal, E Paquette Probability Theory and Related Fields 156 (3), 921-975, 2013	39	2013
The critical density for the frog model is the degree of the tree T Johnson, M Junge	22	2016
The Marčenko‐Pastur law for sparse random bipartite biregular graphs I Dumitriu, T Johnson Random Structures & Algorithms 48 (2), 313-340, 2016	21	2016
Stochastic orders and the frog model T Johnson, M Junge	20	2018
Exchangeable pairs, switchings, and random regular graphs T Johnson arXiv preprint arXiv:1112.0704, 2011	18	2011
Infection spread for the frog model on trees C Hoffman, T Johnson, M Junge	15	2019
On universal cycles for multisets G Hurlbert, T Johnson, J Zahl Discrete mathematics 309 (17), 5321-5327, 2009	14	2009
Cycles and eigenvalues of sequentially growing random regular graphs T Johnson, S Pal	13	2014
Particle density in diffusion-limited annihilating systems T Johnson, M Junge, H Lyu, D Sivakoff The Annals of Probability 51 (6), 2301-2344, 2023	12	2023
Cover time for the frog model on trees C Hoffman, T Johnson, M Junge Forum of Mathematics, Sigma 7, e41, 2019	10	2019
Diffusion-limited annihilating systems and the increasing convex order R Bahl, P Barnet, T Johnson, M Junge Electronic Journal of Probability 27, 1-19, 2022	9	2022
Sensitivity of the frog model to initial conditions T Johnson, LT Rolla	9	2019
Random tree recursions: Which fixed points correspond to tangible sets of trees? T Johnson, M Podder, F Skerman Random Structures & Algorithms 56 (3), 796-837, 2020	5	2020
Eigenvalue fluctuations for random regular graphs T Johnson arXiv preprint arXiv:1406.7043, 2014	5	2014
Bounds to the normal for proximity region graphs L Goldstein, T Johnson, R Lachièze-Rey Stochastic Processes and their Applications 128 (4), 1208-1237, 2018	3	2018
The density conjecture for activated random walk C Hoffman, T Johnson, M Junge arXiv preprint arXiv:2406.01731, 2024	2	2024
Concentration inequalities from monotone couplings for graphs, walks, trees and branching processes T Johnson, E Peköz Stochastic Processes and their Applications 152, 1-31, 2022	2	2022

O sistema não pode executar a operação agora. Tente novamente mais tarde.

Artigos 1–20

Citações por ano

Citações duplicadas

Citações mescladas

Adicionar coautoresCoautores

Seguir

Citado por

Coautores