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Home > Principal Speaker

Since August 2004, the principal speakers are Keith Taylor and Caroline Lucas.

Previous Incumbents

• Margaret Wright: 1999 to 2003
• Darren Johnson
• Mike Woodin: to 2004

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Principal ideal domainCommutative algebra In abstract algebra, a principal ideal domain (PID is an integral domain in which every ideal is principal (that is, generated by a single element). Examples are the ring of integers, all fields, and rings of polynomials in one variabl Principal clockPrincipal clock Of a set of redundant clocks, the clock that is selected for normal use. Note 1: The principal clock may be selected because of a property, e. superior accuracy, that makes it a unique member of the set. Note 2: The term "principal clock" Principal components analysisIn statistics, principal components analysis (PCA is a technique that can be used to simplify a dataset; more formally it is a transform that chooses a new coordinate system for the data set such that the greatest variance by any projection of the data se PrincipalityPrince Albert of Monaco on the left represents a principality where he wields adminisitrative authority. Prince Charles of Wales represents a titular principality with no administrative authority. A principality is a monarchial feudatory or sovereign stat Principal passes of the AlpsThough the Alps form a barrier they have never formed an impassable barrier, since, from the earliest days onwards, they have been traversed first, perhaps, for purposes of war or commerce, and later by pilgrims, students and tourists. The spots at which Principal idealRing theory In Ring theory, a branch of abstract algebra, a principal ideal is an ideal I in a ring R that is generated by a single element a of R. More specifically: a left principal ideal of R is a subset of R of the form Ra : {ra : r in R}; a right pri Principality of Zeon Principal Snyder Principality of Antioch Principality of Achaea Principal homogeneous space Principal Principal value Principal Speaker Principal quantum number