Mathematicians have made a groundbreaking discovery in the field of sphere packing, a problem that has puzzled experts for nearly a century. Boaz Klartag, a mathematician, has achieved a significant breakthrough by resuscitating an old technique to pack spheres in high dimensions. This achievement has the potential to impact various fields, including cryptography and long-distance…
Math on The Soothsayer
Graph theory, a foundational tool in mathematics, has been revolutionizing our understanding of complex systems. Maria Chudnovsky, a leading mathematician at Princeton University, has made significant contributions to the field by solving the decades-old perfect graph problem. This breakthrough has far-reaching implications for various fields, including computer science, biology, and social networks. As researchers continue…
Mathematicians have finally solved a centuries-old problem of how to design a tetrahedron that always lands on one face. The breakthrough, made by a team of researchers led by Gábor Domokos, involves distributing the weight of the tetrahedron unevenly to achieve the desired effect. The team has created a working physical model of the shape,…
Mathematicians Juan Aguilera, Joan Bagaria, and Philipp Lücke have discovered two new cardinals that defy the traditional hierarchy of infinities, sparking a new wave of research in set theory. Their findings suggest that the mathematical universe is more complex and chaotic than previously thought, with far-reaching implications for our understanding of infinity. Forecast for 6…
A team of mathematicians has made a groundbreaking discovery by extending the modularity connection from elliptic curves to more complicated equations called abelian surfaces. This breakthrough has the potential to unlock new insights and solutions to previously intractable problems in mathematics, and may even have implications for other fields such as physics and computer science….
Mathematicians at the University of Oxford have finally solved a 60-year-old problem posed by the renowned mathematician Paul Erdős, shedding new light on the mysteries of addition. The breakthrough, achieved by graduate student Benjamin Bedert, reveals that in any set of integers, there exists a large subset of numbers that must be sum-free. This discovery…
A group of 16 aeronauts participating in the 1906 gas balloon race inadvertently contributed to a groundbreaking discovery in mathematical physics. Lewis Fry Richardson’s analysis of their landing spots revealed a pattern of turbulent swirling in the Earth’s atmosphere, which remains a mystery to this day. Despite significant progress in simulating fluids on computers, mathematicians…
June Huh, a 39-year-old professor of mathematics at Princeton University, has been awarded the Fields Medal for his groundbreaking work in geometry and combinatorics. Despite dropping out of high school to pursue a career in poetry, Huh’s chance encounter with mathematics led him to become one of the world’s leading mathematicians. His unique approach to…
Mathematicians have finally solved a 65-year-old problem in the field of topology, which deals with the properties of shapes that are preserved under continuous transformations. The problem, which involved determining the dimensions in which certain twisted shapes can exist, has been a long-standing puzzle in the mathematical community. Researchers at Fudan University and the University…
Mathematicians Noga Alon and Peter Sarnak have been engaged in a friendly debate since the late 1980s about the existence of optimal expander graphs, which are highly interconnected networks with relatively few edges. Recently, three mathematicians have finally settled the debate, proving that such graphs are not as rare as Alon and Sarnak thought. This…