Geometry and analysis on complex manifolds

The outer archives are busy

About this book

A complex Finsler metric is an upper semicontinuous function F: T1,0 M R+ defined on the holomorphic tangent bundle of a complex Finsler manifold M, with the property that F(p; v) = | |F(p; v) for any (p; v) T1,0 M and C.

Match Score

Create a free account to see Match Scores on books the community has marked — once you’ve set your preferences.

Create free account

Marks of the Realm

Marks left by readers of this tome

No community marks yet — be the first to inscribe this tome.

Pacing

—out of 5

Horror / Dark Elements

—out of 5

Romance

—out of 5

Spice Level

—out of 5

LGBTQ+ Representation

—out of 5

Social & Political Themes in Stories

—out of 5

Inscribe Your Rating

Mark this tome across each content category