### Some articles on *holomorphic*:

Canonical Connection

... In mathematics, a canonical connection of a

... In mathematics, a canonical connection of a

**holomorphic**vector bundle with a Hermitian structure, is the unique metric connection D, such that the part which increases ...Motor Variable - D-

... The function f is called D-

**holomorphic**Functions... The function f is called D-

**holomorphic**when 0 = (∂/∂x − j ∂/∂y) ( u + j v) = ux − j2 vy + j (vx − uy ) ... is apparent that the components u and v of a D-**holomorphic**function f satisfy the wave equation, associated with D'Alembert, whereas components of C-**holomorphic**functions satisfy Laplace's equation ...List Of Types Of Functions - Relative To The Real/complex Numbers

...

...

**Holomorphic**function Complex valued function of a complex variable which is differentiable at every point in its domain ... Meromorphic function Complex valued function that is**holomorphic**everywhere, apart from at isolated points where there are poles ... Entire function A**holomorphic**function whose domain is the entire complex plane ...Antiderivative (complex Analysis) - Existence

... anti-derivatives can fail to exist even for

... anti-derivatives can fail to exist even for

**holomorphic**functions of a complex variable ... For example, consider the reciprocal function, which is**holomorphic**on the punctured plane C\{0} ... having an antiderivative locally, that is, g is**holomorphic**if for every z in its domain, there is some neighborhood U of z such that g has an antiderivative on U ...Topological String Theory - Dualities - Dualities Between TSTs - The

... This is because the B-model suffers from a

**Holomorphic**Anomaly... This is because the B-model suffers from a

**holomorphic**anomaly, which states that the dependence on complex quantities, while classically**holomorphic**, receives ...Main Site Subjects

Related Subjects

Related Phrases

Related Words