Category:Several complex variables

• Theorems in complex geometry (14 P)

C

• Complex geometry (2 C, 8 P)
• Complex manifolds (3 C, 78 P)

• Function of several complex variables

*

• Edge-of-the-wedge theorem

A

• Analytic polyhedron
• Andreotti–Norguet formula

B

• Bateman transform
• Behnke–Stein theorem
• Behnke–Stein theorem on Stein manifolds
• Bergman kernel
• Bergman–Weil formula
• Biholomorphism
• Bochner–Martinelli formula
• Bochner's tube theorem
• Bombieri norm

C

• Cartan's theorems A and B
• Complex analytic variety
• Complex coordinate space
• Complex geometry
• Cousin problems

D

• Domain of holomorphy

F

• Fatou–Bieberbach domain

G

• Grauert's approximation theorem

H

• Hartogs's extension theorem
• Hartogs's theorem on separate holomorphicity
• Hefer's theorem
• Holomorphic separability

M

• Malgrange–Zerner theorem

O

• Ohsawa–Takegoshi L2 extension theorem
• Oka–Weil theorem
• Oka's lemma
• Osgood's lemma

P

• Pluriharmonic function
• Plurisubharmonic function
• Poincaré residue
• Polar homology
• Polydisc
• Polynomial convexity
• Positive current
• Pseudoconvexity

S

• Skoda–El Mir theorem
• Stein manifold
• Suita conjecture
• Symmetric cone
• Szegő kernel

T

• Theta function
• Tube domain

U

• Ushiki's theorem

W

• Weierstrass preparation theorem