# oscillator semigroupの例文

- The corresponding semigroup of contraction operators is called the "'
*oscillator semigroup* " '. - The
*oscillator semigroup* of Roger Howe concerns the special case of this theory for the real symplectic group. - He showed that such operators can be expressed as integrals over the
*oscillator semigroup* and then estimated using the Cotlar-Stein lemma. - It is also possible to give an explicit formula for the contraction operators corresponding to " g " in " H " in the Schr鰀inger representation, It was by this formula that introduced the
*oscillator semigroup* as an explicit family of operators on " L " 2 ( "'R "'). - Regarding articles left incomplete, I nominate Jclemens to finish
*Oscillator semigroup* and Grunsky matrix, AGK to complete Fatimid art and Edmund de Unger ( I can send him the 2 source books by mail ) and PhilKnight Orgelb點hlein ( I've already added the 46 midi files ) . talk ) 22 : 10, 26 February 2012 ( UTC)