Denny Gulick began playing piano at age 4. With perfect pitch and a knack for memorization, he was a natural. When Gulick was 5, his father gave him math multiplication tables that extended up to 16, ...

Anthony Cheung’s formal mathematical training essentially ended with high school calculus. But as a musician and composer, he has explored mathematical phenomena in new ways, especially through their ...

What does math and musical performance have in common? That's what Ami Radunskaya, a guest lecturer from Pomona College, answered for roughly 70 people during "A Celebration of Mathematics and Music" ...

A music professor set out to prove that there is no link between studying music and better scores in reading and math. But after a 10-year study, he discovered the link was stronger than he imagined.

Learning to play a musical instrument relies on understanding concepts, such as fractions and ratios, that are important for mathematical achievement. But the precise relation between music and ...

Read a story, practice phonemic awareness, explore core units, and make music. Read BEE-BIM BOP, practice phonemic awareness, explore patterns and core units, and use music to express feelings. Let’s ...

There is a long-standing connection between mathematics and the arts. "The mathematicians' patterns, like the painter's or the poet's, must be beautiful," British mathematician G. H. Hardy suggested ...

Case Western Reserve University physics professor applies tools of statistical mechanics to explain why basic ordered patterns emerge in music across time and cultures Next time you listen to a ...

The power of mathematics to open new possibilities in music has been demonstrated by scientists for years. Modern experiments with computer music are just the most recent example. Anthony Cheung's ...

Duolingo CTO and cofounder Severin Hacker. At Duolingo’s 2023 Duocon, the East Liberty-based edtech company unveiled Duolingo Music, its new music course that will instruct users in sight-reading, ...

Physics Professor Jesse Berezovsky contends that until now, much of the thinking about math and music has been a top-down approach, applying mathematical ideas to existing musical compositions as a ...