A SPLITTING PRINCIPLE FOR HOMOTOPY EQUIVALENT REPRESENTATIONS OF SUPERSOLVABLE GROUPS

Articles in the same Issue

1. Titelei
2. Contents
3. A NOTE ON THE HARRISON-SHEPP STOCHASTIC EQUATION
4. DESARGUES THEOREM IN KLEIN'S SPACE
5. SOME PROPERTIES OF SUMMABILITY METHODS OF THE ABEL TYPE, III
6. EUCLIDEAN TWO DIMENSIONAL, EQUIDISTANCE THEORY
7. AN APPLICATION OF MEASURES OF NONCOMPACTNESS TO THE THEORY OF PARABOLIC EQUATIONS IN A BANACH SPACE
8. BOUNDARY VALUE PROBLEMS AND GENERAL SYSTEMS OF NONLINEAR EQUATIONS ELLIPTIC IN THE SENSE OF LAVRENT'EV
9. ORTHONORMAL GEOMETRIC SEQUENCES AND THEIR Ζ TRANSFORMS
10. REMARKS ON 2-INNER PRODUCTS
11. CONNECTION OF ORDER 2 (COMPOSED)
12. ON A PAIR OF CONNECTIONS WHICH IS COMPATIBLE WITH AN ALMOST r-PARACONTACT STRUCTURE
13. INDUCED STRUCTURES ON SUBMANIFOLD
14. MATRIX ALGEBRAS AND M-CONVEXITY
15. ON SOME CONDITION EQUIVALENT TO THE CONTINUITY OF CLOSED FUNCTIONS
16. О ЧЕБЫШЕВСКИХ ПОВЕРХНОСТЯХ В РИМАНОВЫХ СУБМЕРСИЯХ
17. ON THE MONOTONICITY AND THE CLOSEDNESS OF OPEN FUNCTIONS
18. A SPLITTING PRINCIPLE FOR HOMOTOPY EQUIVALENT REPRESENTATIONS OF SUPERSOLVABLE GROUPS
19. ON A CONSTRUCTION OF MANY-SORTED STRUCTURES
20. A FIXED POINT THEOREM OF KRASNOSELSKII TYPE FOR MULTIVALUED MAPPINGS
21. ON THE ITERATIVE COMBINATIONS OF BERNSTEIN POLYNOMIALS
22. A THEOREM ON THE NEUTRIX PRODUCT OF DISTRIBUTIONS
23. A CHARACTERIZATION OF A GAUSSIAN PROCESS BASED ON PROPERTIES OF CONDITIONAL MOMENTS
24. NOTE ON THE SPANNING TREES AND COTREES OF A CONNECTED GRAPH