ΘΕΩΡΙΑ ΤΟΥ ΦΑΣΙΚΟΥ ΧΩΡΟΥ ΤΗΣ ΜΗ-ΑΡΝΗΤΙΚΗΣ ΣΥΝΑΡΤΗΣΗΣ ΚΑΤΑΝΟΜΗΣ ΤΥΠΟΥ WIGNER

THE PROBLEM OF THE NON-NEGATIVE WIGNER DISTRIBUTION FUNCTION IS STUDIED. IT HASBEEN RECOGNIZED THAT THE PROBLEM IS RELATED TO SOME RECOGNIZED CORRESPODENSE RULE. THE NEW WIGNER DISTRIBUTION FUNCTION IS CONNECTED TO THE HUSIMI TRANSFORMATION AND AS IT IS PROVED TAKES CLOSED FORM, WHILE AT THE SAME TIME WE DEFINE THE WIGNER OPERATORS. WE RECOGNIZE THE PARTICULAR ROLE OF THE PARAMATER A IN SEVERAL APPLICATIONS. FINALLY THE MEAN VALUE OF AN OPERATOR IS DEFINED IN STATISTICAL MECHANICS ACCORDING TO THE NEW FUNCTIONS W. WE PRESENT THE BLOCH-WIGNER EQUATION ACCORDING TO THE MORE GENERAL OPERATORS OF WIGNER'S. THE NEW BLOCH DENSITYMATRIX IS ESTIMATED AND CALCULATED IN SEVERAL APPLICATIONS.

Grantor dc:publisher

University of Patras

Year dc:date

1986

Authors dc:creator

• Filippakis, Theodoros
• Φιλιππάκης, Θεόδωρος

• ΕΞΙΣΩΣΗ BLOCH-WIGNER
• ΕΞΙΣΩΣΗ WIGNER
• ΘΕΩΡΗΜΑ WIGNER
• ΚΑΝΟΝΕΣ ΑΝΤΙΣΤΟΙΧΙΑΣ
• ΛΙΑ ΣΥΝΑΡΤΗΣΗ WIGNER
• ΜΕΤΑΣΧΗΜΑΤΙΣΜΟΣ HUSIMI
• ΝΕΟΙ ΤΕΛΕΣΤΕΣ WIGNER
• BLOCH-WIGNER EQUATION
• CORRESPONDENSES RULE
• HUSIMI TRANSFORMATION
• SMOOTHED WIGNER FUNCTION
• WIGNER EQUATION
• WIGNER OPERATORS
• WIGNER'S THEOREME
• Φυσικές Επιστήμες
• Μαθηματικά
• Natural Sciences
• Mathematics

Language dc:language

gre

Identifier

10.12681/eadd/0006

OAI identifier oai:identifier

oai:10442/0006