Giulio Iacobelli

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Person:441247

Available identifiers

zbMath Open iacobelli.giulioWikidataQ96208170 ScholiaQ96208170MaRDI QIDQ441247

List of research outcomes

PublicationDate of PublicationType
Structural results for the Tree Builder Random Walk2023-11-30Paper
Self-switching random walks on Erd\"os-R\'enyi random graphs feel the phase transition2023-10-18Paper
Epicenter of random epidemic spanning trees on finite graphs2023-04-04Paper
Limit Theorems for Generalized Excited Random Walks in time-inhomogeneous Bernoulli environment2023-03-21Paper
A transient equivalence between Aldous-Broder and Wilson's algorithms and a two-stage framework for generating uniform spanning trees2022-06-24Paper
Tree builder random walk: recurrence, transience and ballisticity2022-02-01Paper
Generalized Many-Dimensional Excited Random Walk in Bernoulli Environment2022-01-25Paper
Self-switching Markov chains: emerging dominance phenomena2021-12-14Paper
Recurrence, transience and degree distribution for the Tree Builder Random Walk2021-10-01Paper
Edge-attractor random walks on dynamic networks2021-04-22Paper
The end time of SIS epidemics driven by random walks on edge-transitive graphs2020-05-26Paper
Transient and slim versus recurrent and fat: Random walks and the trees they grow2019-10-07Paper
Counting trees with random walks2019-07-08Paper
Building your path to escape from home2017-09-29Paper
Lumping evolutionary game dynamics on networks2016-09-07Paper
Differential Bisimulation for a Markovian Process Algebra2015-09-16Paper
Gibbs-non-Gibbs properties for evolving Ising models on trees2012-08-20Paper
First-Order Transition in Potts Models with "Invisible" States: Rigorous Proofs2012-07-05Paper
POTTS MODEL WITH INVISIBLE COLORS: RANDOM-CLUSTER REPRESENTATION AND PIROGOV–SINAI ANALYSIS2012-06-18Paper
A note on counting labeled and unlabeled trees2010-12-21Paper
Metastates in finite-type mean-field models: Visibility, invisibility, and random restoration of symmetry2010-07-24Paper
A note on transience of generalized many-dimensional excited random walks0001-01-03Paper

Research outcomes over time


Doctoral students

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