The main purpose of this paper is the construction of explicit Gauss-Turán quadrature formulas: they are relative to some classes of weight functions, which have the peculiarity that the corresponding ...

Gauss sums are fundamental objects in number theory. Quadratic Gauss sums were studied by Gauss, and after many attempts, Gauss gave a simple formula depending only on the argument of the Gauss sums ...

Monday’s Google Doodle honors Johann Karl Friedrich Gauß, a math super-genius who, assuming you’re not also a math super-genius, probably caused you some consternation in high school math. Born on ...

Let $\mathbf{e}(p)$ and $G(p)$ be the unit outer normal and the Gauss-Kronecker curvature of an oriented closed even-dimensional hypersurface $M$ of dimension $n$ in ...

Enlightenment mathematician Johann Carl Friedrich Gauss (1777-1855) was born on this day in Brunswick, Germany, 241 years ago. Gauss is the subject of Google's latest Doodle, celebrating influential ...