THE THEOREMS CHARACTERIZING THE POSITIVE QUADRANT DEPENDENCE MODELS AND LANCASTER DISTRIBUTIONS

Articles in the same Issue

1. Titelei
2. Contents
3. ŁUKASIEWICZ RESIDUATION ALGEBRAS WITH INFIMUM
4. WHEN IS A BCC-ALGEBRA EQUIVALENT TO AN MV-ALGEBRA?
5. BASES FOR THE k-NORMALIZATIONS OF VARIETIES OF BANDS
6. GENERALIZED JORDAN DERIVATIONS ON SEMIPRIME RINGS
7. CERTAIN SUBCLASSES OF MULTIVALENT PRESTARLIKE FUNCTIONS WITH NEGATIVE COEFFICIENTS
8. EXPLICIT EXPRESSIONS FOR MOMENTS OF F ORDER STATISTICS
9. GENERALIZATION OF A CLASS OF POLYNOMIALS
10. INITIAL AND BOUNDARY VALUE PROBLEMS FOR FUZZY DIFFERENTIAL EQUATIONS
11. ON VOLTERRA-FREDHOLM INTEGRAL EQUATION IN TWO VARIABLES
12. OSCILLATION CRITERIA FOR HIGH-ORDER SUBLINEAR NEUTRAL DELAY FORCED DIFFERENCE EQUATIONS WITH OSCILLATING COEFFICIENTS
13. ON THE σ^(A)SUMMABILITY AND σ^(A)CORE
14. ON FRIGON-GRANAS TYPE MULTIFUNCTIONS SATISFYING AN IMPLICIT RELATION
15. A RESIDUAL SKEWAFFINE PLANE OF A MÖBIUS OR MINKOWSKI PLANE
16. PERSPECTIVE CASE OF THE PAPPUS THEOREM IN THE n-DIMENSIONAL PROJECTIVE SPACE
17. A NOTE ON TRANSVERSAL HYPERSURFACES OF LORENTZIAN ALMOST PARACONTACT MANIFOLDS
18. ON A FUNCTION OF HYPERCONNECTED SPACES
19. THE THEOREMS CHARACTERIZING THE POSITIVE QUADRANT DEPENDENCE MODELS AND LANCASTER DISTRIBUTIONS
20. A NOTE ON MURTHY'S CONJECTURE
21. LINE GRAPHS, THEIR DESARGUESIAN CLOSURES, AND CORRESPONDING GROUPS OF AUTOMORPHISMS