NOTE: In paper 11 (listed below), John Pym and I established the existence of Haar
measure mu on compact right topological groups G that satisfy a countability condition,
mu being a probability measure on G that is right invariant, unique as such, and hence also
left invariant.  In the sequel paper 10, which appeared in the Journal of the Nigerian
Mathematical Society 11(1992), 63 - 80, we established the existence of such a measure for
all compact right topological groups; here is a  pdf file .
   Our approach in this paper allows us to add some new conditions to the known list of
conditions on a homomorphism of minimal flows that are equivalent to its distality.

 SOME PUBLICATIONS.

1.    Analysis on discrete cocompact subgroups of the generic filoform groups,
Acta Math. Hung. 112(2006), 157-179. (Joint paper with K. Reihani.)

 2.   Discrete cocompact subgroups of G_5,3 and related C*-algebras,
Rocky Mountain J. Math. 35(2005), 1765-1786. (Joint paper with S. Walters.)

3.    Minimal H_3 actions and simple quotients of discrete 7-dimensional nilpotent groups,
Kodai Math. J. 25(2002), 209-226.

4.    The action of a semisimple Lie group on its maximal compact subgroup,
 Proc. Amer.  Math. Soc. 129(2001), 1525-1534. (Joint paper with T. Budak. N. Isik and J. Pym.)

 5.   C*-algebras characterised by ergodic actions of the n-torus,
Bull. London Math. Soc. 32(2000), 465-470. (Joint paper with S. Walters.)

6.    Distal compactifications of group extensions, Rocky Mountain J. Math. 29(1999), 209-227.
(Joint paper with H.D. Junghenn.)

7.    Flows on invariant subsets and compactifications of a locally compact group, Coll. Math. 78(1998), 267-281.
(Joint paper with A.T. Lau and J.S. Pym.)

8.    Some graphic flows that are not proximal orbit dense, Proc. 28th Annual Iranian Mathematics Conference,
Tabriz Univ. Publication 377(1997), 375-381.

9.    Distal compact right topological groups, Acta Math. Hung. 65(1994), 149-164.

10.  Homomorphisms of minimal and distal flows, J. Nigerian Math. Soc. 11(1992), 63-80. 
(Joint paper with J. Pym).

11.  Haar measure for compact right topological groups, Proc. Amer. Math. Soc. 114(1992), 387-393.
(Joint paper with J.S. Pym.) 

12.  Uniformity and uniformly continuous functions on locally compact groups,
 Proc. Amer. Math. Soc. 109(1990), 567-570.   

 13. The Bohr almost periodic functions do not form a linear space, Math. Zeit. 188(1984), 1-2.