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  1. mdpi-res.com › d_attachment › fractalfractRational Approximations for the Oscillatory Two-Parameter Mittag...

    27. Mai 2024 · We are concerned with the approximation of the two-parameter Mittag–Lefler func-tion (MLF) Eα,β, defined by. zk Eα,β(z) = , ∑ (αk + β) k=0 Γ. Re α > 0, β ∈ C, z ∈ C. (1) This entire function generalizes the MLF of one parameter, Eα = Eα,1, and contains several well-known functions as special cases.

  2. de.wikipedia.org › wiki › Liste_der_Vortragenden_auf_denListe der Vortragenden auf den Internationalen...

    Vor 6 Tagen · Die Liste der Vortragenden auf den Internationalen Mathematikerkongressen führt eingeladene Sprecher (englisch Invited Speakers) und Plenarsprecher auf. Davon abgesehen gab es auch auf verschiedenen Kongressen die Möglichkeit, kürzere Beiträge einzureichen, sowie Satellitenkonferenzen. Für die Plenarvorträge existiert außerdem die Liste ...

  3. www.mdpi.com › 2504/3110/8-6 › 319Rational Approximations for the Oscillatory Two-Parameter Mittag...

    27. Mai 2024 · The two-parameter Mittag–Leffler function Eα,β is of fundamental importance in fractional calculus, and it appears frequently in the solutions of fractional differential and integral equations.

  4. onlinelibrary.wiley.com › doi › fullMittag‐Leffler stability and synchronization of discrete‐time ...

    27. Mai 2024 · This paper discusses the problem of Mittag-Leffler stability and synchronization for discrete-time fractional-order delayed quaternion valued neural networks (DTFODQVNN). Firstly, a criterion is ac...

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  6. www.mdpi.com › 2227/7390/12-10 › 1502Mathematics | Free Full-Text | Multivariate Mittag-Leffler...

    11. Mai 2024 · Employing Fourier transform techniques and leveraging Mittag-Leffler functions, the author provides closed-form responses (free, impulse, step, frequency, and sinusoidal) for each of these three categories of fractional oscillators.

  7. mdpi-res.com › d_attachment › mathematicsMultivariate Mittag-Leffler Solution for a Forced...

    11. Mai 2024 · In this work, by using the Laplace method, the solutions to the multiple-term forced fractional harmonic oscillator are presented, described through multivariate Mittag-Lefler functions. Additionally, the cases of damped and undamped free fractional harmonic oscillators are addressed.

  8. www.mittag-leffler.se › seminar › stefanelli-existence-forStefanelli: Existence for doubly nonlinear SPDEs - Mittag-Leffler

    20. Mai 2024 · Abstract. I intend to present some recent results on the existence of probabilistic weak solutions to doubly nonlinear parabolic stochastic PDEs. Both classes of doubly nonlinear equations can be considered, even including the degenerate rate-independent case.