@INPROCEEDINGS{CF,
   AUTHOR       = {E.D. Sontag and H.J. Sussmann},
   BOOKTITLE    = {Proc. IEEE Conf. Decision and Control, Albuquerque, Dec.1980},
   TITLE        = {Remarks on continuous feedback},
   YEAR         = {1980},
   OPTADDRESS   = {},
   OPTCROSSREF  = {},
   OPTEDITOR    = {},
   OPTMONTH     = {},
   OPTNOTE      = {},
   OPTNUMBER    = {},
   OPTORGANIZATION = {},
   PAGES        = {916--921},
   OPTPUBLISHER = {},
   OPTSERIES    = {},
   OPTVOLUME    = {},
   KEYWORDS     = {feedback stabilization},
   PDF          = {../../FTPDIR/80cdc.pdf},
   ABSTRACT     = { We show that, in general, it is impossible to stabilize 
      a controllable system by means of a continuous feedback, even if 
      memory is allowed. No optimality considerations are involved. All 
      state spaces are Euclidean spaces, so no obstructions arising from 
      the state space topology are involved either. For one dimensional 
      state and input, we prove that continuous stabilization with memory 
      is always possible. (This is an old conference paper, never published 
      in journal form but widely cited nonetheless. Warning: file is very 
      large, since it was scanned.) }
}

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