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Carlos Zapata-Carratala
Carlos Zapata-Carratala
Wolfram Institute & Society for Multidisciplinary and Fundamental Research
Verified email at wolframinstitute.org - Homepage
Title
Cited by
Cited by
Year
An invitation to higher arity science
C Zapata-Carratala, XD Arsiwalla
arXiv preprint arXiv:2201.09738, 2022
72022
A Landscape of Hamiltonian Phase Spaces: on the foundations and generalizations of one of the most powerful ideas of modern science
C Zapata-Carratala
arXiv preprint arXiv:1910.08469, 2019
72019
Jacobi geometry and Hamiltonian mechanics: The unit-free approach
C Zapata-Carratalá
International Journal of Geometric Methods in Modern Physics 17 (12), 2030005, 2020
62020
Heaps of Fish: arrays, generalized associativity and heapoids
C Zapata-Carratala, XD Arsiwalla, T Beynon
arXiv preprint arXiv:2205.05456, 2022
32022
Hypermatrix algebra and irreducible arity in higher-order systems: Concepts and perspectives
C Zapata-Carratalã, M Schich, T Beynon, XD Arsiwalla
Advances in Complex Systems (ACS) 26 (06), 1-22, 2023
22023
Dimensioned Algebra: Mathematics with Physical Quantities
C Zapata-Carratala
La Matematica 1 (4), 849-885, 2022
22022
K-theory and the Jones polynomial
MF Atiyah, C Zapata-Carratala
Ludwig Faddeev Memorial Volume: A Life In Mathematical Physics, 53-57, 2018
22018
Beyond Binary: Hypermatrix Algebra and Irreducible Arity in Higher-Order Systems
C Zapata-Carratalá, M Schich, T Beynon, XD Arsiwalla
arXiv preprint arXiv:2301.07494, 2023
12023
Biunit pairs in semiheaps and associated semigroups
B Rybołowicz, C Zapata-Carratalá
Semigroup Forum 107 (1), 229-249, 2023
2023
Measurand Spaces and Dimensioned Hamiltonian Mechanics
C Zapata-Carratala
arXiv preprint arXiv:2208.08893, 2022
2022
Poly-Jacobi Manifolds: the Dimensioned Approach to Jacobi Geometry
C Zapata-Carratala
arXiv preprint arXiv:2110.09311, 2021
2021
A Landscape of Hamiltonian Phase Spaces
C Zapata-Carratalá
arXiv preprint arXiv:1910.08469, 2019
2019
Observables in the Hamiltonian Formalism. A dissertation based on the classical field theory formulation of Electromagnetism and General Relativity.
C Zapata-Carratala
2014
Symplectic Reduction
C Zapata-Carratala
Dimensioned Algebra
C Zapata-Carratala
Higher Arity Science: a prospective overview
C Zapata-Carratala
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Articles 1–16