INTRODUCTION TO MANIFOLDS — III Algebra of vector fields. Lie derivative(s). 1. Notations. The space of all C ∞ -smooth vector fields on a manifold M is denoted by X(M ). If v ∈ X(M ) is a vector field, then v(x) - Lie derivative - Document - PDFSEARCH.IO

First Page	Meta Content
	INTRODUCTION TO MANIFOLDS — III Algebra of vector fields. Lie derivative(s). 1. Notations. The space of all C ∞ -smooth vector fields on a manifold M is denoted by X(M ). If v ∈ X(M ) is a vector field, then v(x) Add to Reading List Document Date: 2004-03-30 09:25:17 Open Document File Size: 131,13 KB Share Result on Facebook Company Lw Lv / / Currency cent / / / IndustryTerm differential operator / / Product Pentax K-x Digital Camera / Archos TV+ Portable Video Player (PVP) / / SocialTag Differential topology Differential geometry Abstract algebra Linear algebra Functions and mappings Lie derivative Vector space Vector field Linear map Algebra

INTRODUCTION TO MANIFOLDS — III Algebra of vector fields. Lie derivative(s). 1. Notations. The space of all C ∞ -smooth vector fields on a manifold M is denoted by X(M ). If v ∈ X(M ) is a vector field, then v(x) Add to Reading List