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Márcio Dinis do Nascimento de Jesus completed his PhD in Mathematics - Specialization in Pure Mathematics in 2011 at the University of Coimbra. Márcio works in the area(s) of Exact Sciences, with an emphasis on Mathematics; and Social Sciences, with an emphasis on Educational Sciences and Special Education.
Identification

Personal identification

Full name
Márcio Dinis do Nascimento de Jesus

Citation names

  • de Jesus, M. N.

Author identifiers

Ciência ID
D818-FB50-D030

Knowledge fields

  • Exact Sciences - Mathematics - Pure Mathematics
  • Social Sciences - Educational Sciences - Education, Special

Languages

Language Speaking Reading Writing Listening Peer-review
English Beginner (A1) Intermediate (B1) Beginner (A1) Beginner (A1)
French Beginner (A1) Intermediate (B1) Beginner (A1) Beginner (A1)
Portuguese Advanced (C1) Advanced (C1) Advanced (C1) Advanced (C1)
Education
Degree Classification
2014
Concluded
 Master's Degree in Teaching of Mathematics in the 3rd Cycle of Basic and Secondary Education (Mestrado)
Universidade de Coimbra Faculdade de Ciencias e Tecnologia, Portugal
 Grade 19/20
2011
Concluded
 PhD in Mathematics - Specialization in Pure Mathematics (Doutoramento)
Universidade de Coimbra Faculdade de Ciencias e Tecnologia, Portugal
"Sobre dois problemas inversos na teoria dos Polinómios Ortogonais." (THESIS/DISSERTATION)
 Approved with Distinction and Praise
2006
Concluded
 Master's degree in Mathematics, in the field of specialization in Pure Mathematics (Mestrado)
Universidade de Coimbra Faculdade de Ciencias e Tecnologia, Portugal
"Polinómios ortogonais, Transformações Polinomiais e Operadores de Jacobi" (THESIS/DISSERTATION)
 Very Good (Grade 18/20 in the academic part)
2003
Concluded
 Bachelor's degree in Mathematics - Specialization in Pure Mathematics (Licenciatura)
Universidade de Coimbra Faculdade de Ciencias e Tecnologia, Portugal
"---" (THESIS/DISSERTATION)
 Grade 15/20
Affiliation

Teaching in Higher Education

Category
Host institution 		Employer
2022/06/24 - Current Teacher Coordinator (Polytechnic Teacher) Instituto Politécnico de Viseu Escola Superior de Tecnologia e Gestão de Viseu, Portugal
2011/02/12 - 2022/06/23 Adjunct Teacher (Polytechnic Teacher) Instituto Politécnico de Viseu Escola Superior de Tecnologia e Gestão de Viseu, Portugal
2004 - 2011 Assistant (Polytechnic Teacher) Instituto Politécnico de Viseu, Portugal
Instituto Politécnico de Viseu Escola Superior de Tecnologia e Gestão de Viseu, Portugal
2003 - 2003 Tutor (University Teacher) Universidade de Coimbra Departamento de Matemática, Portugal
Universidade de Coimbra Departamento de Matemática, Portugal
Projects

Contract

Designation Funders
2022/09/01 - 2023/10/30 Projeto IPV Inova e Inclui. [Atividades: IPV Equitativo e Combate ao Insucesso nas UC's de Matemática]
POCH-02-53I2-FSE-000014
Researcher
Instituto Politécnico de Viseu, Portugal
Concluded
2021/04/01 - 2022/04/30 Fazer a diferença, não fazendo diferença. (Ref FazerDifCall4).
FazerDifCall4
Researcher
Instituto Politécnico de Viseu, Portugal
Concluded
Outputs

Publications

Book chapter
  1. Matos M. C. P.; Márcio Nascimento. "Desafios das instituições de ensino superior portuguesas na inclusão dos estudantes com necessidades educativas específicas". In Apontamentos de Educação Especial e Inclusiva @ 2021. Portugal: ISBN: 978-989-53495-1-7, 2021.
    Published
  2. Cristina Peixoto e Mácio Nascimento. "Projeto Hora M". In A formação de professores e educadores: das políticas às práticas supervisionadas, 87-100. ISBN: 978-989-96927-4-9, 2020.
    Published
Journal article
  1. Pinto, Bruno; Matos, Maria Cristina Peixoto; Abrantes, Steven Lopes ; Fialho, Joana; Antunes, Maria; Nascimento, Márcio. "SSENPV's Integrated Management Platform". Procedia Computer Science 237 (2024): 709-716. https://www.sciencedirect.com/science/article/pii/S1877050924011736.
    Open access • Published
  2. Castillo, K.; de Jesus, M.N.; Petronilho, J.. "A note on orthogonal polynomials described by Chebyshev polynomials". Journal of Mathematical Analysis and Applications 497 2 (2021): 124906. http://dx.doi.org/10.1016/j.jmaa.2020.124906.
    Published • 10.1016/j.jmaa.2020.124906
  3. Castillo, K.; de Jesus, M. N.; Marcellán, F.; Petronilho, J.. "H_q-Semiclassical orthogonal polynomials via polynomial mappings". The Ramanujan Journal (2020): http://dx.doi.org/10.1007/s11139-020-00279-6.
    Published • 10.1007/s11139-020-00279-6
  4. Castillo, K.; de Jesus, M. N.; Petronilho, J.. "An electrostatic interpretation of the zeros of sieved ultraspherical polynomials". Journal of Mathematical Physics 61 5 (2020): 053501. http://dx.doi.org/10.1063/1.5063333.
    Published • 10.1063/1.5063333
  5. Castillo, K.; de Jesus, M. N.; Petronilho, J.. "A proof of a conjecture about a symmetric system of orthogonal polynomials". Integral Transforms and Special Functions 31 4 (2019): 299-303. http://dx.doi.org/10.1080/10652469.2019.1693559.
    Published • 10.1080/10652469.2019.1693559
  6. Madalena Cunha , Graça Aparício , António Madureira , Luís Menezes , Nídia Menezes , Márcio Nascimento , Carla Santos. "Generic and Specific Competencies of the Supervisor in Pedagogical Context". International Journal of Arts and Social Science 2 Issue 1 (2019): 1-10. https://www.ijassjournal.com/.
    Published
  7. Castillo, K.; de Jesus, M.N.; Petronilho, J.. "On semiclassical orthogonal polynomials via polynomial mappings". Journal of Mathematical Analysis and Applications 455 2 (2017): 1801-1821. https://doi.org/10.1016/j.jmaa.2017.06.072.
    Published
  8. de Jesus, M.N.; Armando Gonçalves. "The generating function of the generalized Fibonacci sequence". Integers 15 #A24 (2015): https://www.kurims.kyoto-u.ac.jp/EMIS/journals/INTEGERS/papers/p24/p24.pdf.
    Published
  9. de Jesus, M.N; Marcellán, F.; Petronilho, J.; Pinzón-Cortés, N. C.. "(M, N)-coherent pairs of order (m, k) and Sobolev orthogonal polynomials". Journal of Computational and Applied Mathematics 256 (2014): 16-35. https://doi.org/10.1016/j.cam.2013.07.015.
    Published
  10. de Jesus, M.N.; Petronilho, J.. "Sobolev orthogonal polynomials and (M,N)-coherent pairs of measures". Journal of Computational and Applied Mathematics 237 1 (2013): 83-101. https://doi.org/10.1016/j.cam.2012.07.006.
    Published
  11. de Jesus, M N; Petronilho, J. "Spectra of certain Jacobi operators". Journal of Physics A: Mathematical and Theoretical 44 37 (2011): 375203. http://dx.doi.org/10.1088/1751-8113/44/37/375203.
    Published • 10.1088/1751-8113/44/37/375203
  12. de Jesus, M.N.; Petronilho, J.. "On orthogonal polynomials obtained via polynomial mappings". Journal of Approximation Theory 162 12 (2010): 2243-2277. http://dx.doi.org/10.1016/j.jat.2010.07.012.
    Published • 10.1016/j.jat.2010.07.012
  13. de Jesus, M.N.; Petronilho, J.. "On linearly related sequences of derivatives of orthogonal polynomials". Journal of Mathematical Analysis and Applications 347 2 (2008): 482-492. http://dx.doi.org/10.1016/j.jmaa.2008.06.017.
    Published • 10.1016/j.jmaa.2008.06.017
Activities

Oral presentation

Presentation title Event name
Host (Event location)
2024/05/09 Mathematics, Magic and Mystery Tardes de Matemática
(São Pedro do Sul, Portugal)
2024/03/20 Mathematics, Magic and Mystery Tardes de Matemática
(Oleiros, Portugal)
2023/05/31 Mathematics, Magic and Mystery Tardes de Matemática
(Aveiro, Portugal)
2023/05/20 Mathematics, Magic and Mystery Mostra IPV
(Viseu)
2023/05/19 Mathematics, Magic and Mystery Tardes de Matemática
(Guarda)
2023/03/23 Mathematics, Magic and Mystery Tardes de Matemática
(Tondela)
2023/03/11 Mathematics, Magic and Mystery Tardes de Matemática
(Coimbra)
2022/12/14 Mathematics, Magic and Mystery (2 sessions) Tardes de Matemática
(Viseu)
2022/04/06 Mathematics, Magic and Mystery (2 sessions) Tardes de Matemática
(Estarreja)
2022/03/18 Mathematics, Magic and Mystery Tardes de Matemática
(Viseu)
2021/07/14 An electrostatic interpretation of the zeros of sieved ultraspherical polynomials Encontro Nacional da Sociedade Portuguesa de Matemática 2021 (ENSPM2021)

Event organisation

Event name
Type of event (Role) 		Institution / Organization
2023/10/21 - 2023/10/28 The 21st MatViseu is a 13-hour training course accredited by the CCPFC, relevant for the career progression of primary and secondary school teachers in groups 230 and 500. The course consists of four Plenary Sessions (1h15m each) and two Practical Sessions (4 hours each). (2023/10/21 - 2023/10/28) Instituto Politécnico de Viseu, Portugal
2023/07/19 - 2023/07/19 Special Educational Needs in Higher Education: 3 Views, 1 Commitment (2023) Instituto Politécnico de Viseu, Portugal
2023/06/20 - 2023/06/20 The right to continue: Inclusion and citizenship in Higher Education (2023) Instituto Politécnico de Viseu, Portugal
2023/03/29 - 2023/03/29 Special Educational Needs in Higher Education: Transition and achievements (2023) Instituto Politécnico de Viseu, Portugal
2022/10/01 - 2022/10/08 The 20th MatViseu is a 13-hour training course accredited by the CCPFC, relevant for the career progression of primary and secondary school teachers in groups 230 and 500. The course consists of four Plenary Sessions (1h15m each) and two Practical Sessions (4 hours each). (2022/10/01 - 2022/10/08) Instituto Politécnico de Viseu, Portugal
2022/03/16 - 2022/03/16 Reflections on the inclusion of people with disabilities in the job market. "People with Disabilities and the job market." (2022) Instituto Politécnico de Viseu, Portugal
2021/11/19 - 2021/11/19 The deaf community in higher education: victories and obstacles (online) (2021) Instituto Politécnico de Viseu, Portugal
2021/10/13 - 2021/10/27 Mind Talk (2021) Instituto Politécnico de Viseu, Portugal
2021/09/24 - 2021/09/24 Acquisition of written Portuguese language by the deaf in a multimodal perspective - Online (2021) Instituto Politécnico de Viseu, Portugal

Event participation

Activity description
Type of event 		Event name
Institution / Organization
2022/10/01 - 2022/10/08 Dynamization of the session ''Problem solving applied to the 2nd cycle'' included in the 20th MatViseu. The session aimed to provide trainees with various activities and problems that can be explored in the classroom context, at the 2nd cycle level, as an aid in teaching the different programmatic contents.
Workshop
 20º MatViseu
Instituto Politécnico de Viseu, Portugal

Jury of academic degree

Topic
Role 		Candidate name (Type of degree)
Institution / Organization
2022/12/16 Active learning in mathematics using GeoGebra: the exponential function (Master's Exams in Mathematics for Teachers)
(Thesis) Main arguer
 Elsa Maria Godinho De Assunção (Master)
Universidade de Aveiro, Portugal
2021/07/12 Active Learning in mastering real functions using digital tools (Master's Exams in Mathematics for Teachers)
(Thesis) Main arguer
 Maria Lucília Barros Dias (Master)
Universidade de Aveiro, Portugal
2020/02/13 About Polynomials: from elementary properties to Operator Theory (Master's Exams in Mathematics for Teachers) Fonseca André (Master)
Universidade da Beira Interior, Portugal
Distinctions

Other distinction

2014 Merit Scholarship, concerning the academic achievement obtained in the 2013/2014 academic year
Universidade de Coimbra, Portugal