Orders of Infinity

E120390

"Orders of Infinity" is a mathematical treatise by G. H. Hardy that systematically develops the theory of divergent series and the comparative growth rates of functions in analysis.

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Orders of Infinity canonical 2

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Statements (31)

Predicate Object
instanceOf book
mathematical treatise
author G. H. Hardy
G. H. Hardy
surface form: Godfrey Harold Hardy
authorAffiliation Cambridge University
surface form: University of Cambridge

University of Oxford
authorOccupation mathematician
countryOfOrigin United Kingdom
field mathematical analysis
mathematics
genre mathematics book
non-fiction
hasPart applications to analysis
theory of divergent series
theory of orders of infinity
influenced development of asymptotic notation in analysis
influencedBy classical analysis
theory of infinite series
language English
mainSubject asymptotic analysis
comparative growth rates of functions
divergent series
orders of growth of functions
notAbout Cantorian transfinite numbers
set-theoretic cardinalities
publicationCentury 20th century
topic asymptotic series
comparison of infinite quantities
divergent expansions
growth of functions at infinity
hierarchies of infinity in analysis

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Referenced by (2)

Full triples — surface form annotated when it differs from this entity's canonical label.

G. H. Hardy notableWork Orders of Infinity
Divergent Series relatedWork Orders of Infinity