G. H. Hardy
G. H. Hardy
Godfrey Harold Hardy FRS was an English mathematician, known for his achievements in number theory and mathematical analysis. *--Wikipedia*
Overview
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Catalog identity
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Featured books
Representative editions for works actually authored by this person.
- Image source: Open LibraryAC
A Course of Pure Mathematics
cover - Image source: Open LibraryTI
The integration of functions of a single variable
cover - Image source: Open LibrarySF
Some famous problems of the theory of numbers and in particular Waring's problem
cover - Image source: Open LibraryAM
A mathematician's apology
cover - Image source: Open LibraryAI
An introduction to the theory of numbers
cover - Image source: Open LibraryDS
Divergent series
cover - Image source: Open LibraryR
Ramanujan
cover - Image source: Open LibraryFS
Fourier series
cover - Image source: Open LibraryH1
Hardy, 1877-1947
cover - Image source: Open LibraryI
Inequalities
cover - Image source: Open LibraryBR
Bertrand Russell and Trinity
cover - Image source: Open LibraryTG
The general theory of Dirichlet's series
cover - Image source: Open LibraryOO
Orders of Infinity
cover - CPCollected Papers of G.H. HardyG. H. Hardy
Collected Papers of G.H. Hardy
no cover - TPTrois problèmes célèbres de la...G. H. Hardy
Trois problèmes célèbres de la théorie des nombres
no cover
Works in catalog
Quick navigation into the work-level grouping pages behind the featured books.
- Open Work
A Course of Pure Mathematics
- Open Work
The integration of functions of a single variable
- Open Work
Some famous problems of the theory of numbers and in particular Waring's problem
- Open Work
A mathematician's apology
- Open Work
An introduction to the theory of numbers
- Open Work
Divergent series
- Open Work
Ramanujan
- Open Work
Fourier series
- Open Work
Hardy, 1877-1947
- Open Work
Inequalities
- Open Work
Bertrand Russell and Trinity
- Open Work
The general theory of Dirichlet's series
- Open Work
Orders of Infinity
- Open Work
Collected Papers of G.H. Hardy
- Open Work
Trois problèmes célèbres de la théorie des nombres
