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(Bristol styles its lord mayor "Right Honourable" instead, but this usage is without official sanction.) [1] [2] All other Mayors are styled The Worshipful, though this is in practice seldom used for a Town Mayor. These honorific styles are used only before the Mayoral title and not before the name, and are not retained after the term of office.
1. The difference of two sets: x~y is the set of elements of x not in y. 2. An equivalence relation \ The difference of two sets: x\y is the set of elements of x not in y. − The difference of two sets: x−y is the set of elements of x not in y. ≈ Has the same cardinality as × A product of sets / A quotient of a set by an equivalence ...
Lord mayor is a title of a mayor of what is usually a major city in a Commonwealth realm, with special recognition bestowed by the sovereign. [1] However, the title or an equivalent is present in other countries, including forms such as "high mayor". Aldermen usually elect the lord mayor from their ranks. [2]
The number of lord mayors or provosts in the United Kingdom entitled to the prefix now stands at six: in 1956 the dignity was allowed to the Lord Mayor of Cardiff, when the city was declared capital of Wales. [22] The Lord Mayor of Bristol continues to use the prefix without official sanction. [46]
Symmetric difference = {: ()} is sometimes associated with exclusive or (xor) (also sometimes denoted by ), in which case if the order of precedence from highest to lowest is ,,, then the order of precedence (from highest to lowest) for the set operators would be , ,,.
The Lord Mayor of London is the mayor of the City of London, England, and the leader of the City of London Corporation.Within the City, the Lord Mayor is accorded precedence over all individuals except the sovereign [1] and retains various traditional powers, rights, and privileges, including the title and style The Right Honourable Lord Mayor of London.
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Intersection (set theory) – Set of elements common to all of some sets; Iterated binary operation – Repeated application of an operation to a sequence; List of set identities and relations – Equalities for combinations of sets; Naive set theory – Informal set theories; Symmetric difference – Elements in exactly one of two sets