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Subject |
Editorial advisor |
Special interests |
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Algebraic geometry, see Number theory |
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Algorithms: design and analysis, see Computational complexity or Theoretical computer science |
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Applied topology, see Computational topology |
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Approximation theory |
Professor J. Levesley Department of Mathematics University of Leicester |
· Multivariate
approximation and interpolation · Splines · Radial basis
functions · Approximation on manifolds · Lattice Boltzmann methods |
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Arithmetic geometry, see
Number theory |
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Combinatorics |
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· Graph theory
and hypergraphs ·
Combinatorial set theory |
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Complexity, see
Computational complexity or Theoretical |
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Computational modelling, see
Mathematical and computational modelling |
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Computational complexity |
Professor L. A. Goldberg |
· Randomised
algorithms ·
Computational complexity of counting |
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Computational geometry |
Professor A. J. Zomorodian |
· Computational topology
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Computational group theory |
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· Finite
permutation and matrix groups · Finite
simple groups ·
Representation theory of finite groups |
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Computational topology |
Professor A. J. Zomorodian |
· Topological data analysis ·
Applied topology |
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Computer science |
Dr M. Fernández |
· Models of
computation · Programming
language semantics, type systems and access control |
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Constraint satisfaction
problems |
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Cryptology, see Number
theory |
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Dynamical systems, see
Mathematical and computational modelling |
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Dynamics, see
Mathematical and computational modelling |
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Geometric group theory Geometric topology |
Professor I. Kapovich |
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Geometry, see
Computational geometry |
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Graph theory, see Combinatorics or Theoretical computer science |
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Group theory, see
Computational group theory or Geometric group theory |
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Logic, see Theoretical computer science |
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Mathematical and computational
modelling |
Professor M. Leok |
· Numerical
methods for differential equations (ODEs/PDEs) · Methods for Lagrangian, Hamiltonian, nonholonomic, and general dynamical systems · Geometric mechanics and geometric control theory |
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Number theory |
Professor J-M. Couveignes
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· Algorithmic aspects of finite fields, number fields
and function fields · Applications of the above to cryptology and coding
theory |
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Dr N. P. Dummigan |
· Arithmetic
geometry and L-functions · Elliptic
curves
and modular forms |
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Professor S. Siksek |
· Rational points on varieties · Diophantine equations |
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Numerical analysis, see Mathematical and computational modelling or
Approximation theory |
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ODEs, see Mathematical and computational modelling or
Symbolic analysis |
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PDEs, see Mathematical and computational modelling |
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Representation theory, see
Computational group theory |
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Semantics, see |
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Stochastic analysis |
Professor D. Crisan |
· Stochastic filtering · Stochastic PDEs · Strong/weak approximations of functions of SDEs |
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Symbolic analysis |
Professor E. L. Mansfield |
· Algorithmic
methods for difference and differential equations · Lie symmetry
methods · Moving
frames · Formal
theory of PDE |
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Theoretical computer science |
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· Logic · Algorithms · Complexity · Graph theory |
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Topological data analysis, see Computational
topology |
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Topology, see Computational
topology or Geometric topology |
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Technical
and editorial support:
Submissions are received and handled through the review process and up to publication by LMS staff at De Morgan House, London.
The founding Editor-in-Chief was Professor James H.
Davenport, of the University of Bath.
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Editorial Control: |