Martire, Antonio Luciano

Martire, Antonio Luciano  

Dipartimento di Economia Aziendale  

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Risultati 1 - 13 di 13 (tempo di esecuzione: 0.017 secondi).
Titolo Data di pubblicazione Autore(i) File
A bivariate model for evaluating equity-linked policies with surrender option 1-gen-2016 De Angelis, Paolo; Martire, Antonio Luciano; Russo, Emilio
A flexible lattice framework for valuing options on assets paying discrete dividends and variable annuities embedding GMWB riders 1-gen-2022 De Angelis, Paolo; De Marchis, Roberto; Martire, Antonio Luciano; Russo, Emilio
A mean-value Approach to solve fractional differential and integral equations 1-gen-2020 De Angelis, Paolo; De Marchis, Roberto; Martire, Antonio Luciano; Oliva, Immacolata
A new numerical method for a class of Volterra and Fredholm integral equations 1-gen-2020 De Angelis, Paolo; De Marchis, Roberto; Martire, Antonio Luciano
A Numerical Method for Multidimensional Volterra Integral Equations 1-gen-2022 Martire, Antonio Luciano; Oliva, Immacolata
An Alternative Numerical Scheme to Approximate the Early Exercise Boundary of American Options 1-gen-2023 Veliu, Denis; De Marchis, Roberto; Marino, Mario; Martire, Antonio Luciano
Betting on bitcoin: a profitable trading between directional and shielding strategies 1-gen-2021 De Angelis, Paolo; De Marchis, Roberto; Mario, Marino; Martire, Antonio Luciano; Oliva, Immacolata
Evaluating Ruin Probabilities: A Streamlined Approach 1-gen-2021 De Angelis, Paolo; De Marchis, Roberto; Marino, Mario; Martire, Antonio Luciano; Oliva, Immacolata
Fractional Volterra integral equations: a neural network approach 1-gen-2022 Cenci, Marisa; Congedo, Maria Alessandra; Martire, Antonio Luciano
Lezioni di matematica finanziaria 1-gen-2019 De Angelis, Paolo; De Marchis, Roberto; Marino, Mario; Martire, Antonio Luciano
Non-Standard Volterra Integral Equations: A Mean-Value Theorem Numerical Approach 1-gen-2020 De Angelis, Paolo; De Marchis, Roberto; Martire, Antonio Luciano; Patri, Stefano
Surrender and path-dependent guarantees in variable annuities: integral equation solutions and benchmark methods 1-gen-2023 Martire, Antonio Luciano; Russo, Emilio; Staino, Alessandro
Volterra integral equations: An approach based on Lipschitz-continuity 1-gen-2022 Martire, Antonio Luciano