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David Arnau Vera

 

Pascual David Diago Nebot
Irene  Ferrando Palomares
  • Irene  Ferrando Palomares Irene.ferrando@uv.es 
  • https://orcid.org/0000-0003-3746-4581
  • Use of modeling in the teaching of mathematics.

  • Affective and attitudinal aspects in relation to the learning and teaching of mathematics.

  • Study of the performance of the mathematics teacher based on classroom observation.

Lara Ferrando Esteve
  • Lara Ferrando Esteve Lara.Ferrando@uv.es

  • Problem-solving: Study using magnetic resonance imaging.

  • Integration of the gender perspective in STEM fields.

César Gallart
  • César Gallart cesar.gallart@uv.es 

  • Problem-solving and modeling approach.

  • Modeling in secondary education.

Ángel Gutiérrez Rodríguez
Juan Gutiérrez Soto
  • Juan Gutiérrez Soto juan.gutierrezsoto@uv.es

  • Teaching and learning the resolution of arithmetic-algebraic word problems through the use of apps.
Adela Jaime Pastor
  • Adela Jaime Pastor adela.jaime@uv.es 
  • https://orcid.org/0000-0003-3839-1476 
  • Research on high mathematical abilities in Primary and Secondary Education students.

  • Reasoning of students, analysis of resources, and design of materials.

  • Teaching and learning of Euclidean geometry in Primary Education and 1st to 3rd ESO (Educació Secundària Obligatòria, equivalent to lower secondary education).

Emilia López Iniesta
Adrián Pérez Suay
Marta Pla Castells
  • Marta Pla Castells Marta.Pla@uv.es 

  • https://orcid.org/0000-0002-2088-2536

  • Use of modeling in mathematics education.

  • Analysis of mathematical errors in solving modeling tasks and their use in the training of future teachers.

  • Presentation of mathematical problems as a tool for teaching/learning.

Luis Puig Espinosa
  • Luis Puig Espinosa Luis.puig@uv.es

  • Didactic, historical, and epistemological analysis of school mathematics: algebra, arithmetic, problem-solving, analysis, and modeling.
María T. Sanz García
  • María T. Sanz García m.teresa.sanz@uv.es 

  • https://orcid.org/0000-0003-1799-3099

  • Arithmetic-algebraic problems with fractional quantities, their rational and empirical analysis.

  • Speed, skill, and reading comprehension as the foundation for success in arithmetic-algebraic problem-solving.

  • Teaching-learning process of rational numbers and problem-solving.

  • Mathematics, rational numbers, problem-solving.

Carlos Segura Cordero