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The *-product of domains in several complex variables.

• Authors : Zając, Sylwester

Subjects: COMPLEX variables; CONVEX domains; HOLOMORPHIC functions

• Source: Complex Variables & Elliptic Equations; Jan2024, Vol. 69 Issue 1, p35-46, 12p

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Boundedness of weighted Bergman projection with several complex variables.

• Authors : Cao, Hui; Deng, Guan-Tie; Fu, Qian

Subjects: COMPLEX variables; UNIT ball (Mathematics); RADIAL distribution function

• Source: Complex Variables & Elliptic Equations; Nov2023, Vol. 68 Issue 11, p1870-1879, 10p

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Constructing basises in solution space of the system of equations for the Lauricella Function FD(N).

• Authors : Bezrodnykh, S. I.

Subjects: HYPERGEOMETRIC functions; PARTIAL differential equations; CONFORMAL mapping

• Source: Integral Transforms & Special Functions; Nov2023, Vol. 34 Issue 11, p813-834, 22p

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The pointwise limit of holomorphic functions.

• Authors : Krantz, Steven G.

Subjects: COMPLEX variables; HOLOMORPHIC functions

• Source: Complex Variables & Elliptic Equations; Dec2023, Vol. 68 Issue 12, p2144-2147, 4p

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Sampling of entire functions of several complex variables on a lattice and multivariate Gabor frames.

• Authors : Gröchenig, Karlheinz; Lyubarskii, Yurii

Subjects: FUNCTIONS of several complex variables; COMPLEX variables; INTEGRAL functions

• Source: Complex Variables & Elliptic Equations; Oct2020, Vol. 65 Issue 10, p1717-1735, 19p

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COMPLEX VARIABLES IN SECONDARY SCHOOL.

Subjects: COMPLEX variables; MATHEMATICS education; MATHEMATICIANSUNITED States

• Source: Mathematics Teaching; Mar2007, Issue 201, p32-34, 3p

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METHODS AND CHALLENGES OF ESTABLISHING THE GEOGRAPHIC ORIGIN OF DIAMONDS.

• Authors : Smith, Evan M.; Smit, Karen V.; Shirey, Steven B.

Subjects: DIAMONDS; TRACE elements; COMPLEX variables

• Source: Gems & Gemology; Fall2022, Vol. 58 Issue 3, p270-288, 19p

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k-holomorphic functions in spaces of several complex variables.

• Authors : Qiao, Yuying; Cui, Yanyan; Li, Zunfeng

Subjects: FUNCTIONS of several complex variables; CAUCHY integrals; HOLOMORPHIC functions

• Source: Complex Variables & Elliptic Equations; Nov2020, Vol. 65 Issue 11, p1826-1845, 20p

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Extensions of p-Yosida functions to holomorphic mappings of several complex variables.

• Authors : Yang, Liu

Subjects: HERMITIAN forms; COMPLEX variables; MATHEMATICAL mappings

• Source: Complex Variables & Elliptic Equations; Oct2020, Vol. 65 Issue 10, p1661-1671, 11p

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The Fekete and Szegö inequality for a class of holomorphic mappings on the unit polydisk in and its application.

• Authors : Xu, Qinghua; Liu, Taishun; Lu, Jin

Subjects: COMPLEX variables

• Source: Complex Variables & Elliptic Equations; Jan2023, Vol. 68 Issue 1, p67-80, 14p

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