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  1. A new class of degenerate unified Bernoulli-Euler Hermite polynomials of Apostol type

    Article • AIMS Mathematics, January 2025, Tsinghua University Press

    william ramirez, Clemente Cesarano, Dr. Ugur Duran

  2. T-pedal ruled surface with the Frenet frame of the original curve in $ E^3 $

    Article • AIMS Mathematics, January 2025, Tsinghua University Press

    Clemente Cesarano

  3. Advancements in $ q $-Hermite-Appell polynomials: a three-dimensional exploration

    Article • AIMS Mathematics, January 2024, Tsinghua University Press

    Clemente Cesarano, william ramirez

  4. The non-linear Schrödinger equation associated with the soliton surfaces in Minkowski 3-space

    Article • AIMS Mathematics, January 2022, Tsinghua University Press

    Clemente Cesarano

  5. Multi-Dimensional Chebyshev Polynomials: A Non-Conventional Approach

    Article • Communications in Applied and Industrial Mathematics, January 2019, De Gruyter

    Clemente Cesarano

  6. Generalized special functions in the description of fractional diffusive equations

    Article • Communications in Applied and Industrial Mathematics, January 2019, De Gruyter

    Clemente Cesarano

  7. Operational Methods and New Identities for Hermite Polynomials

    Article • Mathematical Modelling of Natural Phenomena, January 2017, EDP Sciences

    Clemente Cesarano

  8. A note on two-variable Chebyshev polynomials

    Article • Georgian Mathematical Journal, January 2017, De Gruyter

    Clemente Cesarano