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Emanuele Zappala

Publications

  • Continuous cohomology of topological quandles
  • Derivation problem for quandle algebras
  • QUANTUM INVARIANTS OF FRAMED LINKS FROM TERNARY SELF-DISTRIBUTIVE COHOMOLOGY
  • Fundamental heaps for surface ribbons and cocycle invariants
  • The derivation problem for quandle algebras
  • Deep neural networks as the semi-classical limit of quantum neural networks
  • Neural Integral Equations
  • AMPNet: Attention as Message Passing for Graph Neural Networks
  • Skein theoretic approach to Yang-Baxter homology
  • NEURAL INTEGRO-DIFFERENTIAL EQUATIONS
  • Deep Neural Networks as the Semi-classical Limit of Topological Quantum Neural Networks: The problem of generalisation
  • DEFORMATIONS OF YANG-BAXTER OPERATORS VIA n-LIE ALGEBRA COHOMOLOGY
  • On the dynamical emergence of SUq(2) from the regularization of 2 + 1D gravity with cosmological constant
  • Quantum Neural Networks and Topological Quantum Field Theories
  • DECOMPOSITION OF THE REGULAR REPRESENTATION FOR DIHEDRAL QUANDLES
  • Dynamical emergence of SUq(2) from the regularization of (2+1)D gravity with a cosmological constant
  • Heap and ternary self-distributive cohomology
  • Higher arity self-distributive operations in Cascades and their cohomology
  • Braided Frobenius Algebras from certain Hopf Algebras
  • Fundamental heap for framed links and ribbon cocycle invariants
  • Extensions of augmented racks and surface ribbon cocycle invariants
  • 3-Lie algebras, ternary Nambu-Lie algebras and the Yang-Baxter equation
  • Mechanistic Study of Membrane Disruption by Antimicrobial Methacrylate Random Copolymers by the Single Giant Vesicle Method
  • Deformations of Yang-Baxter operators via n-Lie algebra cohomology
  • Braided matter interactions in quantum gravity via one-handle attachment
  • Learning integral operators via neural integral equations
  • Exact Evaluation of Hexagonal Spin‐Networks for Topological Quantum Neural Networks

Emanuele Zappala's public data