Search Results - "Nakamura, Gilberto M."
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1
Hamiltonian dynamics of the SIS epidemic model with stochastic fluctuations
Published in Scientific reports (01-11-2019)“…Empirical records of epidemics reveal that fluctuations are important factors for the spread and prevalence of infectious diseases. The exact manner in which…”
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2
Improved susceptible-infectious-susceptible epidemic equations based on uncertainties and autocorrelation functions
Published in Royal Society open science (01-02-2020)“…Compartmental equations are primary tools in the study of disease spreading processes. They provide accurate predictions for large populations but poor results…”
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Using Symmetry to Enhance the Performance of Agent-Based Epidemic Models
Published in IEEE/ACM transactions on computational biology and bioinformatics (01-03-2022)“…Symmetries express the invariance of a system towards sets of mathematical transformations. In more practical terms, symmetries greatly reduce or simplify the…”
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Exact Evaluation of Statistical Moments in Superradiant Emission
Published in Mathematical and computational applications (01-06-2019)“…Superradiance describes the coherent collective radiation caused by the interaction between many emitters, mediated by a shared electromagnetic field. Recent…”
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Efficient method for comprehensive computation of agent-level epidemic dissemination in networks
Published in Scientific reports (20-01-2017)“…Susceptible-infected (SI) and susceptible-infected-susceptible (SIS) are simple agent-based models often employed in epidemic studies. Both models describe the…”
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6
Finite Symmetries in Agent-Based Epidemic Models
Published in Mathematical and computational applications (01-06-2019)“…Predictive analysis of epidemics often depends on the initial conditions of the outbreak, the structure of the afflicted population, and population size…”
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7
Vegetation cover reveals the phase diagram of patch patterns in drylands
Published in Physica A (15-11-2019)“…Drylands are ecosystems with limited water resources, often subjected to desertification. Conservation and restoration efforts towards these ecosystems depend…”
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Extension of inverse q-Fourier transform via conformal mapping
Published in Physica A (15-06-2019)“…We extend the generalized q-Fourier transform to include arbitrary values of the non-extensive parameter q. The procedure involves conformal mapping and…”
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9
Feynman gauge on the lattice: new results and perspectives
Published 26-01-2011“…We have recently introduced a new implementation of the Feynman gauge on the lattice, based on a minimizing functional that extends in a natural way the…”
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10
Hamiltonian dynamics of the SIS epidemic model with stochastic fluctuations
Published 27-02-2019“…Sci. Rep. 9, 15841 (2019) Empirical records of epidemics reveal that fluctuations are important factors for the spread and prevalence of infectious diseases…”
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11
Many-body methods in agent-based epidemic models
Published 27-09-2016“…The susceptible-infected-susceptible (SIS) agent-based model is usually employed in the investigation of epidemics. The model describes a Markov process for a…”
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Finite symmetries in agent-based epidemic models
Published 21-09-2016“…We present an algorithm which explores permutation symmetries to describe the time evolution of agent-based epidemic models. The main idea to improve…”
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13
Fast computation method for comprehensive agent-level epidemic dissemination in networks
Published 24-06-2016“…Two simple agent based models are often employed in epidemic studies: the susceptible-infected (SI) and the susceptible-infected-susceptible (SIS). Both models…”
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14
Phase diagram and spectral properties of a new exactly integrable spin one quantum chain
Published 25-02-2010“…J. Phys. A: Math. Theor. vol 43 (2010) 155002 The spectral properties and phase diagram of the exact integrable spin one quantum chain introduced by Alcaraz…”
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15
Gluon Propagators in Linear Covariant Gauge
Published 25-02-2011“…The implementation of the linear covariant gauge on the lattice faces a conceptual problem: using the standard compact discretization, the gluon field is…”
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