Lie, Sophus <br/><br/>
Theory of Transformation Groups I/ 

 - New York:   Springer, 
<br/><br/>Modern Presentation<br/><br/>Three Principles of Thought Governing the Theory of Lie<br/><br/>Local Transformation Equations and Essential Parameters<br/><br/>Fundamental Differential Equations for Finite Continuous Transformation Groups<br/><br/>One-Term Groups and Ordinary Differential Equations<br/><br/>English Translation<br/><br/>Complete Systems of Partial Differential Equations<br/><br/><br/>New Interpretation of the Solutions of a Complete System<br/><br/>Determination of All Systems of Equations Which Admit Given Infinitesimal Transformations<br/><br/><br/>Complete Systems Which Admit All Transformations of a One-term Group<br/><br/><br/>Characteristic Relationships Between the Infinitesimal Transformations of a Group<br/><br/><br/>Systems of Partial Differential Equations the General Solution of Which Depends Only Upon a Finite Number of Arbitrary Constants<br/><br/>The Defining Equations for the Infinitesimal Transformations of a Group<br/><br/><br/>Determination of All Subgroups of an rr-term Group<br/><br/>Transitivity, Invariants, Primitivity<br/><br/>Determination of All Systems of Equations Which Admit a Given rr-term Group<br/><br/>Invariant Families of Infinitesimal Transformations<br/><br/><br/>Composition and Isomorphism<br/> 
<br/><br/><label>ISBN: </label>978-3-662-46211-9