November 29th, 2017, 03:33 PM  #1 
Member Joined: Nov 2016 From: Kansas Posts: 73 Thanks: 1  Isotropic Space
Prove: 1. Any max isotropic space has dim n 2. Let f be a nongenerative symplectic and I is a subspace of V be a max isotropic space. Prove that there exists an isotropic space I' such that V=I+I' 3. Let f be a symmetric form on C$^2$$^n$. Prove that both results above hold Last edited by ZMD; November 29th, 2017 at 03:36 PM. 

Tags 
isotropic, space 
Thread Tools  
Display Modes  

Similar Threads  
Thread  Thread Starter  Forum  Replies  Last Post 
Normed space VS metric space  Vaki  Linear Algebra  3  June 13th, 2017 08:07 AM 
Affine transform between infinite dimensional quantized space and 1d scalar space  BenFRayfield  Number Theory  0  October 15th, 2016 11:46 AM 
sequence space / lebesgue space  wuspengret  Real Analysis  6  October 21st, 2012 01:16 PM 
null space and range space  Sambit  Linear Algebra  0  November 1st, 2010 04:22 AM 
Is a fiber bundle base space embeddable in the total space?  bortkiew  Real Analysis  1  October 27th, 2009 09:14 AM 