D21 Proyectos de Investigación
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Envíos recientes
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Traveling gravity-capillary waves with odd viscosity
(Elsevier, 2025-10-11) -
A method to form learners groups in computer-supported collaborative learning systems
(Association for Computing Machinery, 2013-11-14) -
STEAM projects with KIKS format for developing key competences
(Grupo Communicar Ediciones, 2021) -
Design and validation of guidelines for creating mathematical applets for students with autism
(IEEE Education Society, 2025-12-11) -
The random Tukey depth
(Elsevier, 2008-07) -
The Tukey and the random Tukey depths characterize discrete distributions
(Academic Press Inc., 2008-11) -
Operators on the Kalton–Peck space Z2
(Springer, 2025-10) -
Computing idle times in fuzzy flexible job shop scheduling
(MDPI, 2025-03) -
On the existence of traveling wave solutions for cold plasmas
(Elsevier, 2025-11) -
Analysis of difference schemes for the Fokker–Planck angular diffusion operator
(Elsevier Ltd, 2025-03) -
Uniform relations between the Gauss–Legendre nodes and weights
(Springer Nature, 2025) -
Enhancing teacher preparation to support students with autism in primary mathematics education
(Gate Association for Teaching and Education (GATE), 2025) -
Quasilinear duality and inversion in Banach spaces
(Royal Society of Edinburgh, 2025) -
Representations and generalization in early algebra: a comparative study of autistic students and their non-autistic peers
(Springer Nature, 2025-06-30) -
Linearly exponential checking is enough for the lonely runner conjecture and some of its variants
(Cambridge University Press, 2025-10-01)







