The 2020 Maple Conference has gone VIRTUAL!
Education/Application Stream 

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Transforming Maple into an Intelligent ModelTracing Math Tutor Dimitrios Sklavakis This presentation describes an intelligent, modeltracing system for tutoring expansion and factoring of algebraic expressions. 
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Using Leslie Matrices as Application of Eigenvalues and Eigenvectors in a First Course in Linear Algebra Michael Monagan This presentation discusses the Leslie age distribution model and provides accompanying exercises suitable for students. 
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The Creation of Animated Graphs to Develop Computational Thinking and Support STEM Education Alice Barana, Alberto Conte, Cecilia Fissore, Francesco Floris, Marina Marchiato and Matteo Sacchet This presentation shows some examples in which different processes of computational thinking have emerged, which reflect resolutive strategies and different generalization processes. 
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Distributive Laws Between the Operads Lie and Com Murray Bremner and Vladimir Dotsenko In this presentation the authors apply computer algebra, especially linear algebra over polynomial rings and Gröbner bases, to classify inhomogeneous distributive laws between the operads for Lie algebras and commutative associative algebras. 
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Use of Maple and Moebius in an Undergraduate Course on Cryptography Bruce Char and Jeremy Johnson This presentation looks at the design intent and impact of the Maplebased materials on course conduct. It discusses the pedagogical considerations, along with a summary of how the benefits and difficulties in using the tools for these considerations. 
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Undergraduate Upper Division Quantum Mechanics: An Experiment in Maple Emersion Scot A.C. Gould Diracnotation based upper division undergraduate quantum mechanics was taught in the Spring semester of 2019 using Maple to present the mathematics of the course and to solve all mathematical and computational problems. This presentation looks at how students used Maple in their studies. 
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Classifying Discrete Structures by their Stabilizers Gilbert Labelle A look at formal power series such as Combinatorials, by making use of the GroupTheory package and give suggestions for possible extensions of that package and some other specific procedures. An analysis of multivariable combinatorial power series is also presented. 
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A Maple Exploration of Surface Curvatures Dr. Robert Lopez A Maple Exploration of Surface Curvatures presented by Dr. Robert Lopez at the Maple Conference 2019. 
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Maplesoft Session: Hollywood Math Charlotte Blinston During this presentation we will present a number of examples of mathematics in film, including those done capably, as well as questionable and downright "creative" treatments. See relevant, exciting examples that you can use to engage your students. 
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Using Maple to Make Manageable Matrices Ana Carolina Camargos Couto and David J. Jeffrey This presentation describes an application of Maple in the teaching of linear algebra. 
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Effective Problem Solving Using SAT Solvers Curtis Bright, Jürgen Gerhard, Ilias Kotsireas and Vijay Ganesh This presentation demonstrates how to solve a variety of problems and puzzles using the builtin SAT solver of the computer algebra system Maple. 
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Enhance Faculty Experience and Skills using Maple in the 21st Century Classroom Lance Gooden This presentation discusses challenges faced while attempting to implement the use of Maple within the classroom in the Calculus sequences, Linear Algebra and Differential Equations at Johnston Community College as well as across North Carolina Community Colleges. 
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Maplesoft Session: Introducing the Maple Companion App Karishma Punwani An introduction to the Maple Companing App 
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How Maple Has Improved Student Understanding in Differential Equations Doug Meade In this talk we will discuss how interactive resources implemented in Maple can be used to improve student understanding of several basic principles in an introductory ODE course. 
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Maplesoft Session: Tools for Practice & Assessment Paul DeMarco, Paulina Chin Tools for Practice & Assessment presented by Paul DeMarco and Paulina Chin at the Maple Conference 2019. 
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Maplesoft Session: Deep Learning in Maple Stephen Forrest Deep Learning in Maple presented by Stephen Forrest at the Maple Conference 2019. 
Research Stream 

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Using Maple to Analyse Parallel Robots Damien Chablat, Guillaume Moroz, Fabrice Rouillier and Philippe Wenger This presentation demonstrations the SIROPA Maple Library which has been designed to study serial and parallel manipulators at the conception level. 
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Polynomial Factorization in Maple 2019 Michael Monagan and Baris Tuncer In this talk we present the main ideas behind the new multivariate polynomial factorization algorithm and compare it with Wang's algorithm. 
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Decomposing the Parameter Space of Biological Networks via a Numerical Discriminant Approach Heather Harrington, Dhagash Mehta, Helen Byrne and Jonathan Hauenstein We develop global and local numerical algorithms for constructing the discriminant locus and classifying the parameter landscape. We showcase our numerical approaches by applying them to molecular and cellnetwork models. 
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Studying Wythoff and Zometool Constructions using Maple Benoit Charbonneau and Spencer Whitehead This presentation discusses the use of Maple in studying Wythoff and Zometool Constructions in at least four purposes. 
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A Maple Package for the Symbolic Computation of Drazin Inverse Matrices with Multivariate Transcendental Functions Entries Juana Sendra, Rafael Sendra and Jorge Caravantes This presentation describes the Maple computer algebra package, named \textbf{DrazinInverse}, that computes Drazin inverses of matrices whose entries are elements of a finite transcendental field extension of a computable field. 
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Detecting Singularities Using the PowerSeries Library Mahsa Kazemi and Marc Moreno Maza This presentation addresses an important application of the socalled Extended Hensel Construction (EHC) for computing the aforementioned reduced smooth map. 
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Using Maple to Compute the Intersection Curve of Two Quadrics: Improving the Intersectplot Command Laureano GonzalezVega and Alexandre Trocado We will present the implementation in Maple of a new algorithm computing the intersection curve between two quadrics in 3D that improves the results produced by the intersectplot command. 
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Exact Parametric Solutions for the Intersections of Quadric Surfaces using MAPLE Samir Hamdi, David Levin and Brian Morse This session presents a new analytical method for parameterizing the intersection curve of two quadrics, which are represented by implicit quadratic equations in 3D. 
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Maplesoft Session: Multivariate Limit Computations Jürgen Gerhard This session presents a new analytical method for parameterizing the intersection curve of two quadrics, which are represented by implicit quadratic equations in 3D. 
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PseudoLinearSystems: A Maple Package for Studying Systems of PseudoLinear Equation Moulay Barkatou, Thomas Cluzeau and Ali El Hajj This software presentation demonstrates the use of several procedures of the Maple PseudoLinearSystemspackage package that are all based on the simple form procedure. 
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The Lie Algebra of Vector Fields Package with Applications to Mappings of Differential Equations Zahra Mohammadi, Gregory J. Reid and S.L. Tracy Huang This presentation is a brief summary, through examples, of the application of LAVF to MapDE. 
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Approximate GCD in Bernstein Basis Robert M. Corless and Leili Rafiee Sevyeri We adapt Victor Y. Pan's rootbased algorithm for finding approximate \texttt{GCD} to the case where the polynomials are expressed in a Bernstein basis. 
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Machine Learning to Improve Cylindrical Algebraic Decomposition in Maple Matthew England and Dorian Florescu In this presentation we survey our recent work to use ML to select the variable ordering for Cylindrical Algebraic Decomposition (CAD) in Maple: experimentation with a variety of models, and a new flexible framework for generating ML features from polynomial systems. 
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A Polyalgorithmic Quantifier Elimination Package in Maple Zak Tonks This presentation explores the challenges and scope such an implementation gives in terms of the desires of the Satisfiability Modulo Theory (SMT) community, and other frequent uses of QE, noting Maple's status as a Mathematical toolbox. 
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LegendreSobolev Package and its Applications in Handwriting Recognition Parisa Alvandi and Stephen M. Watt This presentation proposes a new formulation for the conversion matrix for constructing LegendreSobolev representation of the coordinate functions from their moment integrals. 
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The Z_Polyhedra library in Maple RuiJuan Jing and Marc Moreno Maza This presentation looks at the Z_Polyhedra library in Maple. 
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On the Effective Computation of Stabilizing Controllers of 2D Systems Yacine Bouzidi, Thomas Cluzeau, Alban Quadrat and Fabrice Rouillier This presentation describes how stabilizing controllers for 2D systems can effectively be computed based on computer algebra methods dedicated to polynomial systems, module theory and homological algebra. 