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Mathematical Software – ICMS 2018

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Cover of 'Mathematical Software – ICMS 2018'

Table of Contents

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    Book Overview
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    Chapter 1 Inferring Safe Maude Programs with ÁTAME
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    Chapter 2 Finding a Middle Ground for Computer-Aided Cryptography
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    Chapter 3 Quadratic Time Algorithm for Inversion of Binary Permutation Polynomials
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    Chapter 4 Paramotopy: Parameter Homotopies in Parallel
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    Chapter 5 DiscreteZOO: Towards a Fingerprint Database of Discrete Objects
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    Chapter 6 A Framework for Unconditionally Secure Public-Key Encryption (with Possible Decryption Errors)
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    Chapter 7 Classifying Cubic Surfaces over Finite Fields Using Orbiter
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    Chapter 8 How Fast Can We Compute Orbits of Groups?
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    Chapter 9 A Rainbow Clique Search Algorithm for BLT-Sets
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    Chapter 10 Numerical Software to Compute Newton Polytopes
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    Chapter 11 On the Interference Problem for Ellipsoids: Experiments and Applications
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    Chapter 12 Efficient Computation of Squarefree Separator Polynomials
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    Chapter 13 libtropicon: A Scalable Library for Computing Intersection Points of Generic Tropical Hyper-surfaces
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    Chapter 14 Plotting Planar Implicit Curves and Its Applications
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    Chapter 15 Software Products, Software Versions, Archiving of Software, and swMATH
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    Chapter 16 Axl, a Geometric Modeler for Semi-algebraic Shapes
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    Chapter 17 Efficient and Secure Delegation to a Single Malicious Server: Exponentiation over Non-abelian Groups
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    Chapter 18 NLP-Based Detection of Mathematics Subject Classification
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    Chapter 19 NLP and Large-Scale Information Retrieval on Mathematical Texts
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    Chapter 20 Machine Learning for Mathematical Software
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    Chapter 21 A New Style of Mathematical Proof
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    Chapter 22 Neural Ideals in SageMath
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    Chapter 23 Universal Gröbner Basis for Parametric Polynomial Ideals
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    Chapter 24 Certifying Reality of Projections
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    Chapter 25 3BA: A Border Bases Solver with a SAT Extension
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    Chapter 26 The Hidden Subgroup Problem and Post-quantum Group-Based Cryptography
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    Chapter 27 Questions on Orbital Graphs
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    Chapter 28 Implementation of a Near-Optimal Complex Root Clustering Algorithm
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    Chapter 29 Towards a Unified Ordering for Superposition-Based Automated Reasoning
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    Chapter 30 Numerical Integration in Arbitrary-Precision Ball Arithmetic
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    Chapter 31 New Counts for the Number of Triangulations of Cyclic Polytopes
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    Chapter 32 Estimating Tropical Principal Components Using Metropolis Hasting Algorithm
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    Chapter 33 Mathematics Classroom Collaborator (MC2): Technology for Democratizing the Classroom
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    Chapter 34 Software Citation in Theory and Practice
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    Chapter 35 Identification of Errors in Mathematical Symbolism and Notation: Implications for Software Design
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    Chapter 36 Image Analysis: Identification of Objects via Polynomial Systems
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    Chapter 37 Resultants, Implicit Parameterizations, and Intersections of Surfaces
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    Chapter 38 Fitting a Sphere via Gröbner Basis
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    Chapter 39 Homotopy Continuation in Macaulay2
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    Chapter 40 Solving Polynomial Systems Using Numeric Gröbner Bases
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    Chapter 41 The Andrews-Curtis Conjecture, Term Rewriting and First-Order Proofs
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    Chapter 42 Francy - An Interactive Discrete Mathematics Framework for GAP
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    Chapter 43 Sparse Multivariate Hensel Lifting: A High-Performance Design and Implementation
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    Chapter 44 TheoryGuru: A Mathematica Package to Apply Quantifier Elimination Technology to Economics
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    Chapter 45 Collaborative Use of Mathematical Content Generated by CindyJS on Tablets
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    Chapter 46 A Novel Dynamic Mathematics System Based on the Internet
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    Chapter 47 polyTop: Software for Computing Topology of Smooth Real Surfaces
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    Chapter 48 Solving the Likelihood Equations to Compute Euler Obstruction Functions
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    Chapter 49 IntegerSequences: A Package for Computing with k-Regular Sequences
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    Chapter 50 A User-Friendly Hybrid Sparse Matrix Class in C++
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    Chapter 51 Intelligent Editor for Authoring Educational Materials in Mathematics e-Learning Systems
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    Chapter 52 Recent Developments in Cayley Hash Functions
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    Chapter 53 Mathematical Research Data, Software, Models, and the Publication-Based Approach
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    Chapter 54 HomotopyContinuation.jl: A Package for Homotopy Continuation in Julia
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    Chapter 55 Polynomial Constraints and Unsat Cores in Tarski
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    Chapter 56 Private-Key Fully Homomorphic Encryption for Private Classification
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    Chapter 57 On $$\mu $$μ-Symmetric Polynomials and D-Plus
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    Chapter 58 Generation of Abundant Multi-choice or STACK Type Questions Using CAS for Random Assignments
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    Chapter 59 Intuitive Interface for Solving Linear and Nonlinear System of Equations
Overall attention for this book and its chapters
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Citations

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Title
Mathematical Software – ICMS 2018
Published by
Springer International Publishing, August 2018
DOI 10.1007/978-3-319-96418-8
ISBNs
978-3-31-996417-1, 978-3-31-996418-8
Editors

James H. Davenport, Manuel Kauers, George Labahn, Josef Urban

Twitter Demographics

The data shown below were collected from the profiles of 45 tweeters who shared this research output. Click here to find out more about how the information was compiled.

Mendeley readers

The data shown below were compiled from readership statistics for 9 Mendeley readers of this research output. Click here to see the associated Mendeley record.

Geographical breakdown

Country Count As %
Unknown 9 100%

Demographic breakdown

Readers by professional status Count As %
Student > Postgraduate 2 22%
Lecturer 1 11%
Researcher 1 11%
Student > Master 1 11%
Unknown 4 44%
Readers by discipline Count As %
Computer Science 3 33%
Linguistics 1 11%
Unknown 5 56%