Virginia Giorno - researchr alias

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Viewing Publication 1 - 31 from 31

2023

First Passage and First Exit Times for diffusion processes related to a general growth curveGiuseppina Albano, Antonio Barrera, Virginia Giorno, Patricia Román-Román, Francisco Torres Ruiz. cnsns, 126:107494, November 2023. [doi]

On a time-inhomogeneous diffusion process with discontinuous driftVirginia Giorno, Amelia G. Nobile. amc, 451:128012, August 2023. [doi]

2022

Study of a general growth modelGiuseppina Albano, Virginia Giorno, Patricia Román-Román, Francisco Torres Ruiz. cnsns, 107:106100, 2022. [doi]

On some integral equations for the evaluation of first-passage-time densities of time-inhomogeneous birth-death processesVirginia Giorno, Amelia G. Nobile. amc, 422:126993, 2022. [doi]

2020

Inferring time non-homogeneous Ornstein Uhlenbeck type stochastic processGiuseppina Albano, Virginia Giorno. csda, 150:107008, 2020. [doi]

On a class of birth-death processes with time-varying intensity functionsVirginia Giorno, Amelia G. Nobile. amc, 379:125255, 2020. [doi]

2019

Continuous-Time Birth-Death Chains Generate by the Composition MethodVirginia Giorno, Amelia G. Nobile. eurocast 2020: 158-166 [doi]

Some Remarks on the Prendiville Model in the Presence of JumpsVirginia Giorno, Amelia G. Nobile, Serena Spina. eurocast 2020: 150-157 [doi]

2017

2016

Constructing transient birth-death processes by means of suitable transformationsAntonio Di Crescenzo, Virginia Giorno, Amelia G. Nobile. amc, 281:152-171, 2016. [doi]

2015

A Cancer Dynamics Model for an Intermittent Treatment Involving Reduction of Tumor Size and Rise of Growth RateVirginia Giorno, Serena Spina. eurocast 2015: 174-182 [doi]

2014

On some time non-homogeneous queueing systems with catastrophesVirginia Giorno, Amelia G. Nobile, Serena Spina. amc, 245:220-234, 2014. [doi]

2013

On a Bilateral Linear Birth and Death Process in the Presence of CatastrophesVirginia Giorno, Amelia G. Nobile. eurocast 2013: 28-35 [doi]

A Stochastic Gompertz Model with Jumps for an Intermittent Treatment in Cancer GrowthVirginia Giorno, Serena Spina. eurocast 2013: 61-68 [doi]

2012

Inference on a stochastic two-compartment model in tumor growthGiuseppina Albano, Virginia Giorno, Patricia Román-Román, Francisco Torres Ruiz. csda, 56(6):1723-1736, 2012. [doi]

On the reflected Ornstein-Uhlenbeck process with catastrophesVirginia Giorno, Amelia G. Nobile, Roberta di Cesare. amc, 218(23):11570-11582, 2012. [doi]

2011

On the Construction of Densities for Time Non-homogeneous Diffusion ProcessesVirginia Giorno, Amelia G. Nobile, Luigi M. Ricciardi. eurocast 2012: 80-87 [doi]

2009

On the First Exit Time Problem for a Gompertz-Type Tumor GrowthG. Albano, Virginia Giorno. eurocast 2009: 113-120 [doi]

Diffusion Processes Subject to CatastrophesRoberta di Cesare, Virginia Giorno, Amelia G. Nobile. eurocast 2009: 129-136 [doi]

2007

A Prey-Predator Model for Immune Response and Drug Resistance in Tumor GrowthG. Albano, Virginia Giorno, C. Saturnino. eurocast 2007: 171-178 [doi]

A Wiener-type neuronal model in the presence of exponential refractorinessGiuseppina Albano, Virginia Giorno, Amelia G. Nobile, Luigi M. Ricciardi. biosystems, 88(3):202-215, 2007. [doi]

2005

On the Moments of Firing Numbers in Diffusion Neuronal Models with RefractorinessVirginia Giorno, Amelia G. Nobile, Luigi M. Ricciardi. iwinac 2005: 186-194 [doi]

A Wiener Neuronal Model with RefractorinessVirginia Giorno, Amelia G. Nobile, Luigi M. Ricciardi. eurocast 2005: 416-425 [doi]

Upcrossing First Passage Times for Correlated Gaussian ProcessesVirginia Giorno, Amelia G. Nobile, Enrica Pirozzi. eurocast 2005: 447-456 [doi]

2003

1993

On Some Algorithmic and Computational Problems for Neuronal Diffusion ModelsVirginia Giorno, Amelia G. Nobile, Luigi M. Ricciardi. eurocast 1994: 293-313

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