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   <subfield code="a">This paper enlarges the list of properties of the congruence sequences starting from the universal relation and successively performing the operations of lowerT and lowerK. Two classes of inverse semigroups, namely Eω-Clifford semigroups and Eω-E-reflexive semigroups, are studied. ((ω T)K)T and (((ω T)K)T)K are found to be the least Eω-Clifford and Eω-E-reflexive congruences on S, respectively. Characterizations of the congruences ((ω T)K)T and (((ω T)K)T)K are developed. The lattices of all Eω-Clifford and Eω-E-reflexive congruences are also studied.</subfield>
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