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The Math Revolution You Haven’t Heard About

ED Surge

Math professor Martin Weissman is rethinking how his university teaches calculus. Over the summer, the professor from the University of California at Santa Cruz, spent a week at Harvard to learn how to redesign the mathematics for life sciences courses his institution offers. CAMBRIDGE, Mass.

Math 362
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Is Computer Science STEM – The Link Between the Two

STEM Education Guide

However, one thing that’s often overlooked is computer science education, an incredibly essential subject and skill in today’s digital era. While the science aspect (chemistry, biology, and physics) and mathematics (calculus and algebra) is a breeze to figure out, the engineering and technology aspects are less straightforward.

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Two Main Branches of Mathematics That Kids Need to Learn

STEM Education Guide

Elementary algebra is the most fundamental and the most abstract algebra is modern algebra. Elementary algebra is crucial for the study of engineering, science, medicine, and economics. Elementary algebra is crucial for the study of engineering, science, medicine, and economics. Number Theory.

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How to Think Computationally about AI, the Universe and Everything

Stephen Wolfram

It’s a new paradigm—that actually seems to unlock things not only in fundamental physics, but also in the foundations of mathematics and computer science , and possibly in areas like biology and economics too. You know, I talked about building up the universe by repeatedly applying a computational rule.

Computer 135
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What should mathematics majors know about computing, and when should they know it?

Robert Talbert, Ph.D.

As I teach my Linear Algebra and Differential Equations class this semester, which uses more computing than ever, I'm thinking even more about these topics. If anything, over the past seven years, my feelings about the centrality of computing in the mathematics major have gotten even more entrenched.

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The Physicalization of Metamathematics and Its Implications for the Foundations of Mathematics

Stephen Wolfram

So how about logic, or, more specifically Boolean algebra ? The axiom system we’ve used for Boolean algebra here is by no means the only possible one. And in terms of that operator the very simplest axiom system for Boolean algebra contains ( as I found in 2000 ) just one axiom (where here ? and Not ) is: &#10005.

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Even beyond Physics: Introducing Multicomputation as a Fourth General Paradigm for Theoretical Science

Stephen Wolfram

But among the examples I’ve at least begun to investigate are metamathematics, molecular biology, evolutionary biology, molecular computing, neuroscience, machine learning, immunology, linguistics, economics and distributed computing. Chemistry / Molecular Biology. There are many.

Physics 65