Chapter: Holomorphic Functions

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Home > Natural Function Algebras > Holomorphic Functions

Natural Function Algebras |

Charles E. Rickart

Springer New York

Holomorphic Functions

Chapter Info

Authors

Charles E. Rickart

ARI Id

1674219596639_847098

Access

Not Available Free

Pages

44-56

DOI

10.1007/978-1-4613-8070-2_4

Chapter URL

https://rd.springer.com/chapter/10.1007/978-1-4613-8070-2_4

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Chapters/Headings	Author(s)	Pages	Info
Front Matter		i-xiii
The Category of Pairs	Charles E. Rickart	1-13
Convexity and Naturality	Charles E. Rickart	14-30
The Šilov Boundary and Local Maximum Principle	Charles E. Rickart	31-43
Holomorphic Functions	Charles E. Rickart	44-56
Maximum Properties of Holomorphic Functions	Charles E. Rickart	57-72
Subharmonic Functions	Charles E. Rickart	73-94
Varieties	Charles E. Rickart	95-107
Holomorphic and Subharmonic Convexity	Charles E. Rickart	108-123
[Σ, a]-Domains	Charles E. Rickart	124-135
Holomorphic Extensions of [Σ, a]-Domains	Charles E. Rickart	136-151
Holomorphy Theory for Dual Pairs of Vector Spaces	Charles E. Rickart	152-171
-Domains of Holomorphy	Charles E. Rickart	172-192
Dual Pair Theory Applied to [Σ, a]-Domains	Charles E. Rickart	193-209
Holomorphic Extensions of Δ-Domains	Charles E. Rickart	210-229
Back Matter		230-240
Chapters/Headings	Author(s)	Pages	Info

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