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Using a Student-Centered Approach to Promote Computational Thinking

ED Surge

One program has set out to teach computational thinking (CT) and coding skills in a problem-centered approach, fostering a student-driven learning design. Tony Lam, head of mathematics at Marymount Primary School in Hong Kong, recognized the mindset change required to create a student-centered coding experience.

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Breaking Down Barriers: How to Make Math Accessible for All Students

Cool Cat Teacher

From the Cool Cat Teacher Blog by Vicki Davis Follow @coolcatteacher on Twitter Dr. Lydia Gonzalez, author of “Bad at Math: Dismantling Harmful Beliefs That Hinder Equitable Mathematics Education,” talks about the societal norms that make it acceptable to be “bad at math” and how these beliefs can be detrimental to learning.

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Best Open Access Journals and Scholarly Articles for Research Students

Educators Technology

Unfortunately, a sizeable portion of this academic scholarship is locked behind paywalls thus restricting its access to those who can afford to pay. Several researchers and students are unable to afford the high costs required for access thus crippling their efforts to participate in the generation of quality knowledge.

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How to Think Computationally about AI, the Universe and Everything

Stephen Wolfram

Mathematics. And in our century there’s a new and yet more powerful one: computation. And for nearly 50 years I’ve had the great privilege of building an ever taller tower of science and technology based on that idea of computation. And, yes, it’s computational. These are all ways to formalize the world.

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Modelling minds: can computers mimic human intelligence?

Futurum

Modelling minds: can computers mimic human intelligence? For many years, psychologists and neuroscientists have sought to uncover how the mind functions, while computer scientists have attempted to reproduce human-like capabilities in machines. Or are you smarter than computers? What are computational models?

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

Stephen Wolfram

1 Mathematics and Physics Have the Same Foundations. 2 The Underlying Structure of Mathematics and Physics. 3 The Metamodeling of Axiomatic Mathematics. 4 Simple Examples with Mathematical Interpretations. 15 Axiom Systems of Present-Day Mathematics. 21 What Can Human Mathematics Be Like? Graphical Key.

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How To Boost Student Engagement: Modern Tools for Math Teachers

Ask a Tech Teacher

These same reports show that teachers and students stand to gain these additional benefits: Learners get a chance to apply mathematical solutions to everyday problems Teachers can stimulate real-life situations where regular people and professionals use math formulas to solve problems. public schools provide students with computers.