S
Samuel Zambrano
Researcher at Vita-Salute San Raffaele University
Publications - 51
Citations - 1027
Samuel Zambrano is an academic researcher from Vita-Salute San Raffaele University. The author has contributed to research in topics: Chaotic & Dynamical systems theory. The author has an hindex of 17, co-authored 49 publications receiving 841 citations. Previous affiliations of Samuel Zambrano include King Juan Carlos University & Università telematica San Raffaele.
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True and false forbidden patterns in deterministic and random dynamics
TL;DR: In this paper, the authors discuss some properties of order patterns both in deterministic and random orbit generation and show that forbidden patterns are robust against noise and disintegrate with a rate that depends on the noise level.
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NF-κB oscillations translate into functionally related patterns of gene expression
Samuel Zambrano,Samuel Zambrano,Ilario De Toma,Arianna Piffer,Marco Bianchi,Marco Bianchi,Alessandra Agresti +6 more
TL;DR: It is proposed that TF oscillatory dynamics is a means of segmenting time to provide renewing opportunity windows for decision to reach a persistent synchronized state through small periodic perturbations.
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Combinatorial detection of determinism in noisy time series
TL;DR: This paper deals with the distinction between white noise and deterministic chaos in multivariate noisy time series by counting the number of the so-called ordinal patterns in independent samples of length L from the data sequence.
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MLL4-associated condensates counterbalance Polycomb-mediated nuclear mechanical stress in Kabuki syndrome.
Alessandra Fasciani,Sarah D'Annunzio,Vittoria Poli,Luca Fagnocchi,Sven Beyes,Daniela Michelatti,Francesco Corazza,Louis Antonelli,Francesco Gregoretti,Gennaro Oliva,Romina Belli,Daniele Peroni,Enrico Domenici,Enrico Domenici,Samuel Zambrano,Daniela Intartaglia,Carmine Settembre,Ivan Conte,Claudia Testi,Panagiotis Vergyris,Giancarlo Ruocco,Alessio Zippo +21 more
TL;DR: This study supports the notion that in Kabuki Syndrome the haploinsufficiency of MLL4 causes an altered functional partitioning of chromatin, which determines the architecture and mechanical properties of the nucleus.
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Finding safety in partially controllable chaotic systems
TL;DR: The Sculpting Algorithm as discussed by the authors is able to compute the safe sets for a specified region in phase space, the maximum disturbance value, and the maximum allowed control, and it is fast for one-and two-dimensional dynamical systems.