Kevin Lieber of Vsauce2 explores the fascinating mathematical secrets behind nearly perfect approximations of pi.

xiv, 371 pages ; 24 cm This paperback reprint covers a broad range of limit theorems useful in mathematical statistics, along with methods of proof and techniques of application. The manipulation of ...

In this paper, we propose a new sweep coverage problem: The Minimum Capacitated Sweep Cover (MinCapSC) problem, the goal of which is to design routes for the minimum number of mobile sensors such t ...

Abstract: Approximation ability is one of the most important topics in the field of neural networks (NNs). Feedforward NNs, activated by rectified linear units and some of their specific smoothed ...

Tensordyne announced new AI hardware on June 19, 2026, using log math to challenge Nvidia's dominance in high-performance AI processing.

Abstract: A mathematical model for dispersive, multiconductor transmission lines is introduced that makes possible the utilization of the Pade approximation via the Lanczos (PVL) process to the ...

Tensordyne says logarithmic computing could reduce AI inference costs and power demands, offering an alternative to conventional chip designs.

The King has approved that Professor James Maynard FRS, Professor of Number Theory at the Mathematical Institute, University of Oxford, be appointed Regius Professor of Mathematics in the University ...

The mathematical properties of the model are investigated rigorously. Existence, uniqueness, positivity, and boundedness of solutions are established using the theory of sectorial operators, and the ...

Some of the hardest questions in cosmology begin where the usual math gives up. Push Einstein’s theory far enough back toward ...