A POSITIVE ENERGY CHARACTERIZATION OF LINEAR SYMPLECTOMORPHISMS

Articles in the same Issue

1. Titelei
2. Contents
3. THE UPPER BOUNDS OF A FEEDBACK FUNCTION
4. SUBDIRECTLY IRREDUCIBLE SYMMETRIC IDEMPOTENT AND ENTROPIC GROUPOIDS
5. SOME INEQUALITIES IN 2-INNER PRODUCT SPACES
6. ON SOME FURTHER WIRTINGER-BEESACK INTEGRAL INEQUALITIES
7. SINGULAR LINEAR DIFFERENTIAL EQUATIONS AND LAURENT TYPE SERIES
8. OSCILLATION FOR SYSTEMS OF PARTIAL DIFFERENTIAL EQUATIONS WITH FUNCTIONAL ARGUMENTS
9. FARTHEST POINTS AND BOUNDED 2-FUNCTIONALS
10. SOME SEQUENCE SPACES DEFINED BY \N,pn\ SUMMABILITY
11. COMMON FIXED POINT THEOREMS WITH APPLICATIONS TO NONLINEAR INTEGRAL EQUATIONS
12. ON MULTIVALUED f-NONEXPANSIVE MAPS
13. LINEAR COMBINATIONS OF SZÁSZ-BASKAKOV TYPE OPERATORS
14. ON A CLASS OF GENERALIZED FREDHOLM OPERATORS, IV
15. ON A CLASS OF GENERALIZED FREDHOLM OPERATORS, V
16. SOME PROPERTIES OF ALMOST WEAKLY CONTINUOUS MULTIFUNCTION
17. ON THE MAXIMAL MULTIPLICATIVE FAMILY FOR THE CLASS OF GRAPH CONTINUOUS FUNCTIONS
18. ON PREIRRESOLUTE MULTIVALUED FUNCTIONS
19. ON SOME NEW PROPERTIES OF THE EXPONENTIAL DISTRIBUTION
20. GEOMETRY OF LINEAR AND QUADRATIC ESTIMATION IN A NORMAL LINEAR MODEL WITH SINGULAR VARIANCE-COVARIANCE MATRIX
21. A POSITIVE ENERGY CHARACTERIZATION OF LINEAR SYMPLECTOMORPHISMS