Andrea SCAPELLATO

Brief Curriculum Vitae et Studiorum of Andrea Scapellato

Academic position

Assistant Professor of Mathematical Analysis (pursuant to art. 24, paragraph 3, lett. b), Law 240/2010) at the Department of Mathematics and Computer Science of the University of Catania.

Personal profiles on scientific databases

• Scopus Author Identifier: 57192392247
• Web of Science ResearcherID: L-9326-2019
• ORCID ID: 0000-0002-7271-9546
• Google Scholar: https://scholar.google.com/citations?user=E5CFLzgAAAAJ&hl=it&oi=ao
• MR Author ID: 1193419
• zbMATH Open Author ID: scapellato.andrea

Previous academic positions and training

• Research fellow from 1 February 2019 to 27 October 2022 at the Department of Mathematics and Computer Science of the University of Catania.
• 2018-2022: Adjunct professor of Mathematical Analysis.
• 2018: PhD in Mathematics and Computer Science.
• 2018: Matter expert, S.S.D. MAT/05 (Analisi Matematica), awarded by the Department of Mathematics and Computer Science of the University of Catania.
• 2014: Master's Degree in Mathematics with 110/110 cum Laude.
• 2012: Degree in Mathematics with 110/110 cum Laude.
• 2009: Experimental Scientific High School Diploma "Brocca Project" with 100/100 cum Laude.

Recognitions, qualifications and awards

• National Scientific Qualification (pursuant to art. 16 of Law 30 December 2010, n. 240) as Associate Professor in the Italian higher education system for the Disciplinary Field of 01/A3 Mathematical Analysis, Probability and Statistics, from 09/11/2020 to 09/11/2031.
• Andrea Scapellato won the Study award 2019 for “Recent research developments in the area of Mathematical Sciences”, Gioenian Academy of Catania. [Best PhD Thesis Award - Reference: A. Scapellato, Integral operators in anisotropic Morrey spaces and their applications, Bollettino dell’Accademia Gioenia 2019, Vol. 52, n. 382, TA2-TA3].
• Since 2009, Andrea Scapellato is a member of the “National Register of Excellence” (Albo Nazionale delle Eccellenze, INDIRE – Istituto Nazionale di Documentazione, Innovazione Ricerca Educativa).

Attività didattica

• Since 2011: exercises, seminars and tutoring for the courses (here are mentioned some of them): Mathematical Analysis I, Mathematical Analysis II, Discrete Mathematics, Mathematical Methods for Physics, Mathematical methods applied to the Environment, Mathematical modeling techniques, in several degree courses and master degree courses at the University of Catania.
• From the Academic Year 2018-2019 to the Academic Year 2021-2022: adjunct professor of Mathematical Analysis I, at the Degree Course in Electronic Engineering and at the Degree Course in Computer Engineering of the University of Catania.
• Academic Year 2018-2019: adjunct professor of Mathematical models applied to the Environment, at the Master's Degree in Environmental Biology of the University of Catania.
• Academic Year 2022-2023: Mathematical Analysis I at the Degree Course in Electronic Engineering of the University of Catania.
• Academic Year 2023-2024: Mathematical Analysis I at the Degree Course in Electronic Engineering of the University of Catania, Mathematical models applied to the Environment, at the Master's Degree in Environmental Biology of the University of Catania.

Scientific associations

He was/is member of the following associations European Mathematical Society (EMS), Unione Matematica Italiana (UMI), Gruppo Nazionale per l’Analisi Matematica, la Probabilità e le loro Applicazioni (GNAMPA - Istituto Nazionale di Alta Matematica "Francesco Severi").

Participation in research projects

• GNAMPA Research Project 2017 "Regolarità delle soluzioni di equazioni e sistemi ellittici nonlineari" [Regularity of solutions of nonlinear elliptic equations and systems].
• Member of the Research Project (University of Catania) Piano della ricerca 2016-2018 – linea di intervento 2: “Metodi variazionali ed equazioni differenziali”.
• Member of the Research Project “Piano di incentivi per la ricerca di Ateneo 2020/2022 (Pia.ce.ri)” – University of Catania. Membro of the Interdepartmental Project DICAR-DMI (Ricerca di Dipartimento – Linea di intervento 2): MO.S.A.I.C. – “Monitoraggio satellitare, modellazioni matematiche e soluzioni architettoniche e urbane per lo studio, la previsione e la mitigazione delle isole di calore urbano” [Satellite monitoring, mathematical modeling and architectural and urban solutions for the study, prediction and mitigation of urban heat islands], Progetto di Ricerca di Ateneo [University Research Project] (Università degli Studi di Catania), Piano di incentivi per la ricerca di Ateneo 2020/2022 (Pia.ce.ri) [University Research Incentive Plan 2020/2022].

Editorial activity

• Member of the Editorial Board of several international journals.
• Member of Section Board, Reviewer Board and Topical Advisory Panel of international journals.
• Guest Editor for several Special Issues for international journals. Guest Editor of an international conference.
• Review Editor.
• Reviewer for several international journals.
• Reviewer for zbMATH (Zentralblatt MATH) and for Mathematical Reviews.

Organization of Conferences

Since 2016, with continuity, Andrea Scapellato is organizer of numerous international conferences (Italy, Greece, Taiwan, China, United States).

Participation in Conferences

Since 2014: participation as a speaker, keynote speaker and invited speaker at numerous international conferences (Italy, Romania, Greece, United States, Turkey, Taiwan, China).

Scientific production

For an updated list of publications, please refer to the scientific databases indicated at the beginning of this CV or consult the "Publications" section of this website.

For a detailed version of this Curriculum Vitae et Studiorum, please write to andrea.scapellato@unict.it.

Partial differential equations (regularity, existence and applications to physical and biological processes); theory of operators; Morrey-type spaces; nonstandard function spaces (e.g. variable exponent–type spaces, generalized function spaces, anisotropic function spaces) and their applications; variational methods; critical groups theory; nonlinear regularity, oscillation criteria for ordinary differential equations.