THE CONNECTEDNESS OF ARITHMETIC PROGRESSIONS IN FURSTENBERG'S, GOLOMB'S, AND KIRCH'S TOPOLOGIES

Articles in the same Issue

1. Titelei
2. Contents
3. SUBTRACTION-LIKE OPERATIONS IN NEARSEMILATTICES
4. SUBDIRECTLY IRREDUCIBLE FIBERED AUTOMATA
5. AN INVERSE STRUCTURED PERTURBATION PROBLEM FOR THE LINEAR SYSTEM A^T Ax = b
6. GENERALIZATIONS OF LAGRANGE AND CAUCHY MEAN-VALUE THEOREMS
7. IMPULSIVE PARTIAL HYPERBOLIC DIFFERENTIAL INCLUSIONS OF FRACTIONAL ORDER
8. PROPERTIES OF ANALYTIC FUNCTIONS DEFINED BY AN INTEGRAL OPERATOR
9. NEW SUFFICIENT CONDITIONS FOR STARLIKENESS OF ANALYTIC FUNCTIONS INVOLVING A FRACTIONAL DIFFERINTEGRAL OPERATOR
10. A FIXED POINT APPROACH TO FUNCTIONAL-INTEGRAL SET EQUATIONS
11. A TWO POINTS TAYLOR'S FORMULA FOR THE GENERALISED RIEMANN INTEGRAL
12. ON GAUSS-WEIERSTRASS TYPE INTEGRAL OPERATORS
13. CHARACTERIZATION OF l_r-DOMINATED m-LINEAR OPERATORS
14. ON THE SOLVABILITY OF SYSTEMS OF LINEAR EQUATIONS ON COMMUTATIVE SEMIGROUP
15. CONVERGENCE THEOREMS OF A FAMILY OF UNIFORMLY (L, α)-LIPSCHITZ ASYMPTOTICALLY QUASI-NONEXPANSIVE TYPE MAPPINGS
16. B. Y. CHEN'S INEQUALITIES FOR BI-SLANT SUBMANIFOLDS IN KENMOTSU SPACE FORMS
17. THE CONNECTEDNESS OF ARITHMETIC PROGRESSIONS IN FURSTENBERG'S, GOLOMB'S, AND KIRCH'S TOPOLOGIES
18. ON B_I-METACOMPACT SPACES
19. WELL-POSEDNESS OF FIXED POINT PROBLEM FOR MAPPINGS SATISFYING AN IMPLICIT RELATION
20. REMARKS ON THE CONVERGENCE OF AN ITERATIVE METHOD OF SOLUTION OF GENERALIZED LEAST SQUARES PROBLEM