Symmetry and Complexity 2019

Symmetry and complexity are studied by a selection of outstanding papers ranging from pure Mathematics and Physics to Computer Science and Engineering applications. In this Special Issue, the authors give a short but intensive description of the many applications of the basic structure of symmetry a...

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Bibliographic Details
Other Authors: Cattani, Carlo (Editor)
Format: Electronic Book Chapter
Language:English
Published: Basel, Switzerland MDPI - Multidisciplinary Digital Publishing Institute 2020
Subjects:
BTC
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DOAB: description of the publication
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520 |a Symmetry and complexity are studied by a selection of outstanding papers ranging from pure Mathematics and Physics to Computer Science and Engineering applications. In this Special Issue, the authors give a short but intensive description of the many applications of the basic structure of symmetry and complexity in many fields. Some interesting results were given in the Hydrodynamic Analysis of 3-D Hydrofoil and Marine Propeller and in the SAT Problems. The Study on Hypergraph Representations of Complex Fuzzy Information shows the importance of methods based on symmetry and complexity. A deep study of Information Technology Services in Public Organizations has been given in this issue, together with some interesting papers dealing with Adaptive Block Truncation Coding Based on an Edge-Based Quantization, SIR Model in a Patchy Environment, and the Evolution of Conformity Dynamics in Complex Social Networks. Another interesting paper provides some new insights into the Novel Computational Technique for Impulsive Fractional Differential Equations. In this collection, An Intelligent Approach for Handling Complexity by Migrating from Conventional Databases to Big Data shows the importance of such topics related to complexity. 
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653 |a big data 
653 |a complexity 
653 |a NoSQL databases 
653 |a Oracle NoSQL 
653 |a data migration 
653 |a B-spline scheme 
653 |a dihedral hydrofoil 
653 |a hydrodynamics 
653 |a marine propeller 
653 |a propeller wake 
653 |a sweptback hydrofoil 
653 |a surface panel method 
653 |a fractional derivative 
653 |a Adomian method 
653 |a computational technique 
653 |a conformity 
653 |a evolutionary dynamics 
653 |a ring network 
653 |a small-world network 
653 |a scale-free network 
653 |a epidemic model 
653 |a irreducible matrix 
653 |a Metzler matrix 
653 |a disease transition and transmission matrices 
653 |a decentralized control 
653 |a disease-free and endemic equilibrium points 
653 |a Moore-Penrose pseudoinverse 
653 |a next generation matrix 
653 |a patchy environment 
653 |a vaccination controls 
653 |a numerical inverse Laplace transform 
653 |a orthonormalized Bernstein polynomials 
653 |a operational matrices 
653 |a fractional differential equations 
653 |a BTC 
653 |a edge-based quantization 
653 |a reversible data hiding 
653 |a histogram shifting technique 
653 |a directional hölder regularity 
653 |a anisotropic hölder regularity 
653 |a directional scaling function 
653 |a anisotropic scaling function 
653 |a directional multifractal formalism 
653 |a wavelet bases 
653 |a sierpinski cascade functions 
653 |a fractional brownian sheets 
653 |a nonlinear equations 
653 |a multiple roots 
653 |a higher order methods 
653 |a attraction basins 
653 |a service identification 
653 |a IT service 
653 |a IT services catalog 
653 |a IT services portfolio 
653 |a multiobjective 
653 |a symmetric duality 
653 |a second-order 
653 |a nondifferentiable 
653 |a fractional programming 
653 |a support function 
653 |a Gf-bonvexity/Gf-pseudobonvexity 
653 |a complex q-rung orthopair fuzzy set 
653 |a complex q-rung orthopair fuzzy graphs 
653 |a complex q-rung orthopair fuzzy hypergraphs 
653 |a transversals 
653 |a SAT problem 
653 |a membrane computing 
653 |a P system 
653 |a splitting rule 
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