Geometry Seminar Title: Formation of Singularities in the MCF. Speaker: Francisco Martín (IMAG). Abstract: The Mean Curvature Flow (MCF) describes the evolution of hypersurfaces in Euclidean space, driven by their mean curvature, which tends to smooth out geometric irregularities over time. However, singularities inevitably develop during the flow, marking criticalContinue Reading

IMAG Functional Analysis Seminar Title: Espacios inyectivos y sus amigos By Esteban Martínez Vañó (UGR) Abstract: En una primera sesión se presentarán los espacios inyectivos y la demostración del teorema de Kelley que afirma que todo espacio 1-injectivo es isométrico a un C(K) con K extremadamente disconexo.En una segunda sesiónContinue Reading

IMAG Functional Analysis Seminar Title: Espacios inyectivos y sus amigos By Esteban Martínez Vañó (UGR) Abstract: En una primera sesión se presentarán los espacios inyectivos y la demostración del teorema de Kelley que afirma que todo espacio 1-injectivo es isométrico a un C(K) con K extremadamente disconexo.En una segunda sesiónContinue Reading

Title: Finite-velocity random motions and reset at the origin: Recent advances on transient and limit behaviors. Speaker: Antonio di Crescenzo (Department of Mathematics, University of Salerno). Schedule: 9:30-11:00h & 11:30-13:00h. Abstract: Stochastic processes for the description of finite-velocity random motions have been largely studied during the last decades. Usually, theyContinue Reading

Title: Time–inhomogeneous Markov processes and phase–type distributions. Speaker: Mogens Bladt (Department of Mathematical Sciences, University of Copenhagen). Schedule: 9:30-11:00h & 11:30-13:00h. Abstract: Introduction to inhomogeneous Markov jump processes and product integration. Inhomogeneous phase-type distributions, IPH. The distribution of rewards. Application to life insurance (survival analysis). Heavy-tailed IPH distributions and insuranceContinue Reading

Title: Velocity distributions and dynamics of spatial-temporal random fields. Speaker: Krzysztof Podgórski (Department of Statistics, Lund University). Schedule 9:30-11:00 Part I 11:00-11:30 Coffee break 11:30-13:00 Part II Abstracts: Part I. Velocities of moving random surfaces. For a stationary two-dimensional random field evolving in time, one can derive statistical distributions ofContinue Reading

Title: Part I: Fractional stochastic processes for modeling some biological dynamics: theoretical setting, modeling approaches, numerical comparisons and simulations. Part II: Time-changed stochastic models and fractionally integrated processes to model the actin-myosin interaction and dwell times. Speaker: Enrica Pirozzi (Dipartimento di afferenza: Dipartimento di Matematica e Fisica (DMF), Università dellaContinue Reading

Title: Part I: Diffusion models related to growth curves. Part II: Inference on some epidemiological statistical models. Speaker: Giuseppina Albano (Department of Economics and Statistics, University of Salerno). Schedule 9:30-11:00 Part I 11:00-11:30 Coffee break 11:30-13:00 Part II Abstracts: Part I The seminar focuses on a general growth curve ableContinue Reading

Title: Stochastic processes in software reliability. Speaker: Tadashi Dohi (Department of Engineering, Hiroshima University). Dr. Tadashi Dohi has served as a Full Professor at Hiroshima University, Japan, since 2002. He is currently appointed as Dean of School of Informatics and Data Science and Associate Dean of Graduate School of AdvancedContinue Reading

Title: Non-local Pearson diffusions and fractional hyperbolic diffusions on sphere with random data. Speaker: Nikolai Leonenko (Cardiff School of Mathematics, Cardiff University). Schedule 9:30-11:00 Part I 11:00-11:30 Coffee break 11:30-13:00 Part II Abstracts: Part I. Introduction to non-local Pearson diffusions. We define non-local Pearson diffusions [1,4,6,7] by non-Markovian time changeContinue Reading

Description: The aim of the conference is to bring together researchers from a wide variety of backgrounds who are concerned with the mathematics of shape generation in the framework of architecture and structural design. These two fields have indeed undergone major developments thanks to discrete differential geometry and integrable system.Continue Reading