Since its development 100 years ago, quantum mechanics has revolutionized our understanding of nature, revealing a bizarre ...

A London-based dentist may have cracked a centuries-old mathematics puzzle hidden in one of the most famous anatomical ...

This project provides a formal mathematical framework for studying chip-firing games on graphs and proves key results, including the Riemann-Roch theorem for graphs. The implementation leverages Lean ...

The decline in religiosity over the past 15 years is twice as great as the decline in 1960s and 1970s.

A group of nine mathematicians has proved the geometric Langlands conjecture, a key component of one of the most sweeping paradigms in modern mathematics. The proof represents the culmination of three ...

Riemann predicted that 'non-trivial zeros exist only on the line x＝1/2.' This is the Riemann hypothesis. Let's go back to the prime number theorem devised by Gauss.

Riemann’s hypothesis—concerning the distribution of prime numbers throughout the number line—dates back over 160 years. While the new paper doesn’t purport to solve the problem, it could ...

Pythagoras Theorem: This article explains the concept of Pythagoras Theorem and its converse. Know the definition, formula, proof, examples and applications of Pythagoras Theorem.

The Riemann hypothesis is the most important open question in number theory—if not all of mathematics. It has occupied experts for more than 160 years. And the problem appeared both in ...

Because the graph of the function only consists of individual, disjointed points, it is impossible to use the Riemann integral.

‘Marguerite’s Theorem’ Review: A Bizarrely By-the-Numbers Fiction About the Gift/Curse of Math Genius A mousy math prodigy battles sexism, romantic disillusion and entrenched academic ...