Personal information

Activities

Employment (1)

Universidade Tecnológica Federal do Paraná: Curitiba, PR, BR

2008-03-14 to present | Professor Associado 4 (Matemática)
Employment
Source: Self-asserted source
Fabio Antonio Dorini

Education and qualifications (1)

Universidade Estadual de Campinas: Campinas, SP, BR

2004-03-01 to 2007-12-17 | Doutor em Matemática Aplicada (IMECC)
Education
Source: Self-asserted source
Fabio Antonio Dorini

Works (22)

O modelo logístico de Verhulst sujeito a incertezas na condição inicial

Revista Professor de Matemática On line
2023 | Journal article
Contributors: Everson Ricordi; Fabio Dorini
Source: check_circle
Crossref

A note on the solution to the random Burgers–Riemann problem subject to independent and uniformly distributed initial conditions

Computational and Applied Mathematics
2023-02 | Journal article
Contributors: Fabio Antonio Dorini; Maria Cristina de Castro Cunha; Leyza Baldo Dorini
Source: check_circle
Crossref

Dealing with variability in ecological modelling: An analysis of a random non-autonomous logistic population model

Mathematical Methods in Applied Sciences
2021-05-09 | Journal article
Source: Self-asserted source
Fabio Antonio Dorini

On the Random Non-Autonomous Logistic Equation with Time-Dependent Coefficients

Fluctuation and Noise Letters
2021-02-19 | Journal article
Source: Self-asserted source
Fabio Antonio Dorini

On a stochastic logistic population model with time-varying carrying capacity

Computational and Applied Mathematics
2020-12 | Journal article
Part of ISSN: 2238-3603
Part of ISSN: 1807-0302
Source: Self-asserted source
Fabio Antonio Dorini

Extending the study on the linear advection equation subject to stochastic velocity field and initial condition

Mathematics and Computers in Simulation
2020-06 | Journal article
Part of ISSN: 0378-4754
Source: Self-asserted source
Fabio Antonio Dorini

On fuzzy uncertainties on the logistic equation

Fuzzy Sets and Systems
2017-12 | Journal article
Contributors: M.S. Cecconello; F.A. Dorini; G. Haeser
Source: check_circle
Crossref

On the logistic equation subject to uncertainties in the environmental carrying capacity and initial population density

Communications in Nonlinear Science and Numerical Simulation
2016 | Journal article
EID:

2-s2.0-84946124153

Contributors: Dorini, F.A.; Cecconello, M.S.; Dorini, L.B.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

A note on the logistic equation subject to uncertainties in parameters

Computational and Applied Mathematics
2016-11-18 | Journal article
Source: Self-asserted source
Fabio Antonio Dorini

A mathematical analysis of the Tensorial Morphological Gradient approach

Pattern Recognition Letters
2015 | Journal article
EID:

2-s2.0-84943601256

Contributors: Dorini, F.A.; Dorini, L.B.; Lesinhovski, W.C.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

Maximum entropy approach for modeling hardness uncertainties in rabinowicz's abrasive wear equation

Journal of Tribology
2014 | Journal article
EID:

2-s2.0-84893738942

Contributors: Dorini, F.A.; Pintaude, G.; Sampaio, R.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

O uso de ambiente de geometria dinâmica como subsídio para a caracterização das funções quadráticas

Revista do Professor de Matemática Online
2013 | Journal article
Source: Self-asserted source
Fabio Antonio Dorini

Some results on the random wear coefficient of the archard model

Journal of Applied Mechanics, Transactions ASME
2012 | Journal article
EID:

2-s2.0-84865176492

Contributors: Antonio Dorini, F.; Sampaio, R.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

On the linear advection equation subject to random velocity fields

Mathematics and Computers in Simulation
2011 | Journal article
EID:

2-s2.0-84855287770

Contributors: Dorini, F.A.; Cunha, M.C.C.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

Some results on the random wear coefficient of the archard model

Journal of Fuel Cell Science and Technology
2011 | Journal article
EID:

2-s2.0-84863492859

Contributors: Dorini, F.A.; Sampaio, R.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

The probability density function to the random linear transport equation

Applied Mathematics and Computation
2010 | Journal article
EID:

2-s2.0-77950864598

Contributors: Santos, L.T.; Dorini, F.A.; Cunha, M.C.C.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

On the evaluation of moments for solute transport by random velocity fields

Applied Numerical Mathematics
2009 | Journal article
EID:

2-s2.0-69249210874

Contributors: Dorini, F.A.; Furtado, F.; Cunha, M.C.C.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

Statistical moments of the solution of the random Burgers-Riemann problem

Mathematics and Computers in Simulation
2009 | Journal article
EID:

2-s2.0-57649099471

Contributors: Cunha, M.C.C.; Dorini, F.A.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

Statistical moments of the random linear transport equation

Journal of Computational Physics
2008 | Journal article
EID:

2-s2.0-49349084442

Contributors: Dorini, F.A.; Cunha, M.C.C.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

A finite volume method for the mean of the solution of the random transport equation

Applied Mathematics and Computation
2007 | Journal article
EID:

2-s2.0-34247392820

Contributors: Dorini, F.A.; Cunha, M.C.C.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

A note on the Riemann problem for the random transport equation

Computational and Applied Mathematics
2007 | Journal article
EID:

2-s2.0-36849031711

Contributors: Cunha, M.C. de C.; Dorini, F.A.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier

A numerical scheme for the variance of the solution of the random transport equation

Applied Mathematics and Computation
2007 | Journal article
EID:

2-s2.0-34249846503

Contributors: Cunha, M.C.C.; Dorini, F.A.
Source: Self-asserted source
Fabio Antonio Dorini via Scopus - Elsevier