Let $\{z_n \}$ be a sequence lying in either the upper half-plane or the unit disc in the complex plane. If $\{z_n \}$ is a separated sequence we give a simple geometric condition that implies the ...

Unlock the fascinating world of geometry as we explore every complex shape explained in clear, simple terms. From polygons ...

Patrick J. Driscoll, William P. Fox, Presenting the Kuhn-Tucker Conditions Using a Geometric Approach, The College Mathematics Journal, Vol. 27, No. 2 (Mar., 1996 ...

Investors usually consider the geometric mean a more accurate measure of portfolio performance than the arithmetic mean because it accounts for compounding. Learn more.

Geometric designs dating back 1,000 years could help create futuristic materials that might one day be used to build new medical technologies and advanced satellites alike. In a presentation ...