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Essay / Research Paper Abstract
This is a 4 page paper that provides an overview of Danny Calegari. The importance of geometric topology is explored. Bibliography lists 3 sources.
Page Count:
4 pages (~225 words per page)
File: KW60_KFcalega.doc
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world and its workings, many questions remain unanswered. As a result, the study of mathematics continues to grow in importance into the 21st century. Mathematics, serving as the foundation of
scientific inquiry, is a discipline which is often advanced "behind the scenes" by mathematicians working tirelessly to solve problems and clarify concepts in an effort to strengthen the math communitys
overall understanding. This contributory process is led by a worldwide host of professional mathematicians, most of them working in some niche specialty in order to empower the discipline as a
whole. This paper will explore the works and contributions of one particular contemporary mathematician, Danny Calegari. This paragraph helps the student give some basic demographic information about Calegari. Calegari is
one of the foremost names in contemporary mathematics. He currently fills the role of the Richard Merkin Distinguished Professor of Mathematics at the prestigious California Institute of Technology, a chair
he occupied just five years after his arrival at the university as an assistant professor (Calegari 2011). This is but the latest iteration of Calegaris already impressive career, however. He
graduated from the University of California at Berkeley in 2000 with a Ph.D., drafting a dissertation the foliations of three-dimensional manifolds, a topic that would continue to interest him and
inspire the publication of his first book on the same subject (Calegari 2011). Indeed, the study of manifolds and mapping has occupied the majority of Calegaris time as a professional
mathematician, and he has published dozens of articles and given more than a hundred talks on subjects related to geometric topology, a subjet in which he is recognized as one
of the worlds leading experts (Calegari 2011). The value of Calegaris area of specialty cannot be overstated. Topology in general is the study of fundamental differences in space and scale
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