
Maple
Powerful math software that is easy to use
• Maple for Academics • Maple for Students • Maple Learn • Maple Calculator App • Maple for Industry and Government • Maple Flow • Maple for Individuals
Attend for free! Register now to gain access to a mix of live and on-demand sessions throughout the week, including keynote presentations, on demand sessions, and discussions on a variety of topics related to Maple.
The presentations fall within three broad categories: Maple in Education, Algorithms and Software, and Applications of Maple.
Each day, the conference will begin at 8 am and end at 1pm EST, with the main presentations and Q&A sessions happening between 9 am and 12 pm EST.
All keynote presentations and panel discussions will be presented live. Keynote presentations include:
All other presentations will be presented on demand with a live Q&A. There will also be live discussions on a variety of topics at the breakfast and lunch “Virtual Tables” in the networking lounge. These will be offered each day between 8-9 am and 12-1 pm.
Add-on Workshops
There are 3 optional hands-on workshops available. A workshop is $60 USD/per person. Since we want to give as many people as possible the opportunity to participate in these hands-on workshops, each conference attendee may register for at most one course. Registration for these are available on a first come, first served basis.
Sun Nov 1 | Mon Nov 2 | Tue Nov 3 | Wed Nov 4 | Thu Nov 5 | Fri Nov 6 | |
8am-9am | Virtual Tables | Virtual Tables | Virtual Tables | Virtual Tables | Virtual Tables | |
9am-10am | Tutorials: Introduction to Maple Programming
AND
Object Oriented Programming in Maple |
Keynote Dr. Gabor Domokos |
Keynote Dr. Laurent Bernardin |
Tom Thomson Art Gallery Virtual Tour | Meet the Developers Panel Discussion | Keynote Dr. Juana Sendra Pons |
10am-12pm | Q&A: Maple in Education Break
Q&A:Algorithms and Software |
Q&A: Applications of Maple Break
Q&A:Maple in Mathematics |
Q&A: Maple in Education Break
Q&A:Algorithms and Software |
Q&A: Applications of Maple Break
Q&A:Maple in Mathematics |
Q&A: Maple in Education Break
Q&A:Algorithms and Software |
|
12pm-1pm | Virtual Tables | Virtual Tables
AND
Maple Ambassador Meeting |
Virtual Tables |
Making Math Fun: Lessons From Social Media Panel Discussion | ||
1pm-4pm | Tutorial: Building interactive Applications in Maple |
In addition to being an interactive environment for problem-solving, visualization, and technical document preparation, Maple also features a powerful programming language that is especially useful for working with mathematics. Becoming familiar with the Maple language will allow you to increase the range and efficiency of what you can do in Maple, from writing short scripts to automating a repetitive calculation, to creating interactive applications for students and developing new algorithms to advance your research.
This introductory course is intended for those who already have some familiarity with Maple, but who have little to no experience with programming in Maple. This course will assume you have at least a small amount of experience with another programming or scripting language. People with no programming experience at all are still welcome to attend, but we recommend that they familiarize themselves with very basic programming concepts, such as loops and procedures, before the start of the course.
This course will cover the basics of the Maple language, common data structures, procedures and modules, tools to aid programming, and how to build simple interactive applications in the style of Maple’s Math Apps.
From the very beginning, it has been possible to program in Maple using some of the ideas from object oriented programming, but not everyone is aware that modern Maple provides full support for objects and object-oriented programming. In this course, we will discuss object oriented programming in Maple, including:
This course is intended for those who have some experience programming in Maple, and who want to learn how to use objects to write clean, modular, modern Maple programs.
Maple documents can contain sliders, buttons, and other interactive elements that transform your document into an easy-to-use interactive application that requires no knowledge of Maple to use. Creating these applications in Maple is surprisingly easy, and does not require programming experience. In this course, you will learn:
Attendees should have a basic familiarity with the Maple environment and using Maple commands.
Maplesoft has been building tools for math education for over 30 years. But building the "right" tools needs to take a lot of factors into account, from advancements in technology, to evolving trends in education, to the impact of a global pandemic. In this presentation, Dr. Laurent Bernardin will discuss Maplesoft's vision for how math tools should evolve to give educators and students the right tools for the times, for today, in the near feature, and beyond.
A matrix family is called Bohemian if its entries come from a fixed finite discrete (and hence bounded) set, usually integers. We look at Bohemian matrices, specifically those with entries from {-1, 0, +1}. The name is a mnemonic for Bounded Height Matrix of Integers. Such families arise in many applications (e.g. compressed sensing) and the properties of matrices selected "at random" from such families are of practical and mathematical interest.
In this talk we present a Bohemian Matrices tour, exposing their appearance in the past, their promising present and their hopeful future.
The Gömböc, whose original constructive proof relied on Maple computations, and the theory leading to its discovery is centrally connected to the understanding of the evolution of shapes in the non-living nature. Prof. Domokos will highlight the essence of this connection and illustrate it with examples from earth and planetary sciences.