An Interpretation of the Fuzzy Measure Associated with Choquet Calculus for a HIV Transference Model. - Beatriz Laiate; Rosana Motta Jafelice; Estevão Esmi; Laécio C. Barros (IFSA/NAFIPS, 2019)

HIV Dynamics Under Antiretroviral Treatment with Interactivity. - Beatriz Laiate; Francielle Santo Pedro; Estevão Esmi; Laécio Carvalho de Barros (IPMU (3), 2020)

Interactive Fuzzy Fractional Differential Equation: Application on HIV Dynamics. - Vinícius F. Wasques; Beatriz Laiate; Francielle Santo Pedro; Estevão Esmi; Laécio Carvalho de Barros (IPMU (3), 2020)

Bidimensional Fuzzy Initial Value Problem of Autocorrelated Fuzzy Processes via Cross Product: The Prey-Predator Model. - Beatriz Laiate; Laécio C. Barros; Francielle Santo Pedro; Estevão Esmi (IFSA/EUSFLAT/AGOP, 2021)

A cross product of S-linearly correlated fuzzy numbers. - Beatriz Laiate; Ricardo Augusto Watanabe; Estevão Esmi; Francielle Santo Pedro; Laécio C. Barros (FUZZ-IEEE, 2021)

Solutions of Systems of Linear Fuzzy Differential Equations for a Special Class of Fuzzy Processes. - Beatriz Laiate; Estevão Esmi; Francielle Santo Pedro; Laécio C. Barros (NAFIPS, 2021)

A-Cross Product for Autocorrelated Fuzzy Processes: The Hutchinson Equation. - Felipe Longo; Beatriz Laiate; Francielle Santo Pedro; Estevão Esmi; Laécio C. Barros; João Frederico C. A. Meyer (NAFIPS, 2021)

Banach spaces generated by strongly linearly independent fuzzy numbers. - Estevão Esmi; Laécio Carvalho de Barros; Francielle Santo Pedro; Beatriz Laiate (Fuzzy Sets Syst., 2021)

A Note on Caputo Fractional Derivative in the Space of Linearly Correlated Fuzzy Numbers. - Michele Martins Lopes; Francielle Santo Pedro; Beatriz Laiate; Estevão Esmi; Laécio Carvalho de Barros (NAFIPS, 2022)

Calculus for fuzzy functions with strongly linearly independent fuzzy coefficients. - Estevão Esmi; Beatriz Laiate; Francielle Santo Pedro; Laécio C. Barros (Fuzzy Sets Syst., 2022)

Numerical Solutions of Fuzzy Population Models: A Case Study for Chagas' Disease Dynamics. - Beatriz Laiate; Felipe Longo; José Ronaldo Alves; João Frederico C. A. Meyer (NAFIPS, 2023)

On the properties of fuzzy differential equations under cross operations. - Beatriz Laiate (Comput. Appl. Math., 2023)

Characterization results of generalized differentiabilities of fuzzy functions. - Felipe Longo; Beatriz Laiate; Marta C. Gadotti; João F. da C. A. Meyer (Fuzzy Sets Syst., 2024)