Ergebnisse für: Integrierbare Systeme
Hier findest Du Bücher, die sich mit Integrierbare Systeme beschäftigen.
Mainly drawing on explicit examples, the author introduces
the reader to themost recent techniques to study finite and
infinite dynamical systems. Without any knowledge of
differential geometry or lie groups theory the student can
follow in a series of case studies the most ...
Geometry and topology are strongly motivated by the
visualization of ideal objects that have certain special
characteristics. A clear formulation of a specific property
or a logically consistent proof of a theorem often comes
only after the mathematician has correctly "seen" what is
going ...
This book is another volume in the successful subseries "Dynamical Systems" of the Encyclopaedia of Mathematical Sciences. It focuses on new developments in the field of integrable systems and it provides a unique and comprehensive survey on new differential geometric and Lie-algebraic methods. Sinc...
This book is another volume in the successful subseries "Dynamical Systems" of the Encyclopaedia of Mathematical Sciences. It focuses on new developments in the field of integrable systems and it provides a unique and comprehensive survey on new differential geometric and Lie-algebraic methods. Sinc...
Geometry and topology are strongly motivated by the
visualization of ideal objects that have certain special
characteristics. A clear formulation of a specific property
or a logically consistent proof of a theorem often comes
only after the mathematician has correctly "seen" what is
going ...
This book is another volume in the successful subseries "Dynamical Systems" of the Encyclopaedia of Mathematical Sciences. It focuses on new developments in the field of integrable systems and it provides a unique and comprehensive survey on new differential geometric and Lie-algebraic methods. Sinc...
Geometry and topology are strongly motivated by the
visualization of ideal objects that have certain special
characteristics. A clear formulation of a specific property
or a logically consistent proof of a theorem often comes
only after the mathematician has correctly "seen" what is
going ...
Mainly drawing on explicit examples, the author introduces
the reader to themost recent techniques to study finite and
infinite dynamical systems. Without any knowledge of
differential geometry or lie groups theory the student can
follow in a series of case studies the most ...
Mainly drawing on explicit examples, the author introduces
the reader to themost recent techniques to study finite and
infinite dynamical systems. Without any knowledge of
differential geometry or lie groups theory the student can
follow in a series of case studies the most ...