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Dive into the fascinating world of mathematics with our captivating articles, written by passionate experts. Whether you are a curious amateur or a seasoned mathematician, our articles cover a wide range of topics, from fundamental concepts to the latest discoveries, including practical applications and philosophical reflections.
Hong Wang wins 2026 Fields Medal for 3D Kakeya proof
Mathematician Hong Wang becomes the third woman to receive the Fields Medal, for solving the century-old Kakeya needle problem in three dimensions together with Joshua Zahl.
42 out of 42: this 17-year-old high schooler aces a perfect score at the math Olympiad
Alex Chui, a 17-year-old British high schooler, achieved a perfect score at the 2026 International Mathematical Olympiad, picking up a record seven medals in seven appearances along the way.
Sak Tahn Waax: the first Maya mathematician to sign his calculations
Discovered at Xultún in Guatemala: the signature of the first formally identified Maya mathematician, Sak Tahn Waax, who calculated the cycles of Venus and Mars around 781 CE.
Do you think in words when solving an equation?
Neuroscience reveals that the brain processes mathematics through networks distinct from those of natural language, calling into question our understanding of mathematical cognition.
Measuring infinity: how Borel and Lebesgue went beyond Newton
Explore Lebesgue measure, Borel's normal numbers and the foundations of probability theory through the history of mathematics.
Normal numbers: The Library of Babel hides your password
Explore the normal numbers defined by Borel in 1909, revealed through the literary analogy of Borges's Library of Babel. A meeting point of number theory, probability, and analysis.
How a specialist in probability becomes a pillar of the Republic of Professors
A portrait of Émile Borel, the illustrious mathematician of the Belle Époque, who combined a brilliant scientific career with political engagement and a fight for justice.
Marie Curie, Borel, Perrin: a scholarly circle on a Breton peninsula
The Arcouest peninsula, near Paimpol, was a regular holiday retreat for many academics, including Émile Borel and Marie Curie.
Émile Borel: probability at the cradle of quantum theory
Émile Borel's notebook on Paul Langevin's course at the Collège de France: a unique testimony to the scientific ferment surrounding quanta.
Mathematical code - Sagrada Família: Gaudí's secret finally revealed
A Barcelona mathematician discovers that the Sagrada Família is built on a 7.5-metre module and the proportions of the divisors of 12. Here's how.
This papyrus buried by Vesuvius in 79 AD was read unopened
Researchers have succeeded in reading a papyrus scroll charred by Vesuvius in 79 AD, using tomography, phase contrast, and artificial intelligence.
Turing, Matilda, Flatland: the Tangente Prize winners for middle and high schools that bring students and maths closer together
The winners of the Tangente Prizes for middle and high schools are known. Nearly 3,000 students voted for their favorite mathematics books.
SMF 2025 prizes: d'Alembert and Jacqueline-Ferrand
The Société mathématique de France awards its 2025 prizes to the exhibition “Ça résonne” by MMI Lyon and to the company L'île logique, along with the ResCo scheme for collaborative teaching.
Tangente Prize 2026: Roger Mansuy honored for his Grand almanach mathématique
The 2026 Tangente Prize was awarded to Roger Mansuy for his Grand almanach mathématique, at the Salon culture et jeux mathématiques in Paris.
52 playing cards to learn astronomy and geometry
In the 17th century, Joseph Moxon and his son James published educational playing cards for learning astronomy, geometry and the art of carving.
Émile Borel: Why fund a thousand researchers to find one?
A portrait of Émile Borel's commitment to funding scientific research, European cooperation, and the evolution of his political thought from radicalism to liberalism.
Can you govern a country the way you solve an equation?
A portrait of Émile Borel, an École normale supérieure alumnus and scholar who combined a scientific career with political activism, from Dreyfusism to the Resistance, through radicalism and international intellectual cooperation.
Alexandre Grothendieck: the quest for mathematical language
A portrait of Grothendieck, a mathematical genius whose practice was intimately bound up with an aesthetics of language, from schemes to topoi.
Did Leibniz really invent the ancestor of the computer?
The article dispels the myth of Leibniz as a forerunner of the computer by examining the historical reality of his universal-language project.
Esperanto and mathematics: a coherent universal language
Esperanto, created by Zamenhof in 1887, shares mathematics’ ideal of perfect coherence. Discover why this constructed language fascinates logicians and mathematicians.