The majority of the material is aimed at the student of average ability but there are some more challenging problems. By working through the books, the student will gain a deeper understanding of the ...

From algebraic equations to geometric theorems, understanding these key topics is essential for confidently tackling ...

Whether you're a student aiming for better grades or a parent looking to support your child’s learning, finding the right math help is key. Here is an explanation of how to choose effective resources ...

Having lowered the bar for the sense in which we hope to solve a system of linear equations ... Hassidim and Lloyd prove that the problem they solve is as hard as anything a quantum computer ...

systems of equations, vectors, matrices, orthogonality, subspaces, and the eigenvalue problem. More information about other course topics is provided on the syllabus. Coursework This asynchronous ...

Whether you’re passing secret notes in class or downloading images from a space probe, Reed-Solomon codes offer an ingenious way to embed information and correct for errors. The Quanta Newsletter ...

In the fall of 2019, four high schools in a San Francisco Bay Area district shook up many of their ninth grade math classes. Students had traditionally been separated into more than five math courses ...

Walk-ins provide a chance for you to get some quick help with your math classes! Just walk into Fisher 234 any time during our Walk-ins hours and there will be two coaches available to help you.

and to take Algebra 1 and succeed,” said Heather Hill, a professor of teacher learning and practice at the Harvard Graduate School of Education who studies professional learning in math.

The vast majority of students won’t take algebra ... importance on math fact fluency, while the post-secondary instructors who train them are more likely to emphasize problem-solving and ...

A professor who has devoted his career to resolving the mysteries of higher mathematics has solved two separate, fundamental problems ... areas of math, including number theory and algebraic ...

How do machine learning models do what they do? And are they really “thinking” or “reasoning” the way we understand those things? This is a philosophical question as much as a practical ...