A type of differentiable manifold in which each tangent space has an inner product that varies smoothly is named for this man. His namesake sphere is an extension of the complex plane, while his namesake surface is a one- dimensional complex manifold. With Cauchy, he lends his names to a set of equations which determine whether a function is holomorphic, though his namesak
A type of differentiable manifold in which each tangent space has an inner product that varies smoothly is named for this man. His namesake sphere is an extension of the complex plane, while his namesake surface is a one- dimensional complex manifold. With Cauchy, he lends his names to a set of equations which determine whether a function is holomorphic, though his namesake hypothesis about the distribution of the zeros of a namesake function has yet to be solved. FTP, name this German mathematician whose aforementioned zeta function gives the distribution of prime numbers and whose eponymous sums are a method of numerical integration.
A type of differentiable manifold in which each tangent space has an inner product that varies smoothly is named for this man.
Bernhard {Riemann}