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G H Hardy

G. H. Hardy English Mathematician

G.H Hardy (Godfrey Harold Hardy) was an English Mathematician. He was born on 7 February 1877. He has done considerable research on mathematical analysis and number theory. He became famous because of his mathematical essay ” A Mathematician’s Apology. “

He worked with Srinivasa Ramanujan, who is considered one of the greatest Indian Mathematicians.

G H Hardy
G H Hardy

Godfrey Harold Hardy: English Mathematician

G.H Hardy LifeStory:

G.H Hardy’s life history from his birth to death.

  1. He was born in Surrey, England, on 7 February 1877.
  2. He has done his schooling at one of the local schools in Cranleigh, England.
  3. He joined the college of Trinity College, Cambridge, in 1896.
  4. He joined an elite, intellectual secret society called the Cambridge Apostles, in 1898.
  5. He passed part II of the Tripos In 1900.
  6. He was chosen for a Prize Fellowship at Trinity College in 1903.
  7. He earned his M.A. in 1903.
  8. He has done his highest academic degree at English universities
  9. He joined as a professor of mathematics at Trinity College in 1906.
  10. To take the Savilian Chair of Geometry, he left Cambridge in 1919 
  11. He spent the academic life at Princeton in an educational exchange (1928–1929 )
  12. He left Oxford and returned to Cambridge in 1931.
  13. He was manging Abingdon School from 1922-1935.
  14. He died on 1 December 1947

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G.H. Hardy Books

G.H Hardy has written more than 15 books based on Mathematics. Below you can find the list of books.

  1. A Mathematician’s Apology
  2. An Introduction to the Theory of Numbers
  3. Inequalities G. H. Hardy
  4. A Course of Pure Mathematics
  5. Ramanujan: Twelve Lectures on Subjects Suggested by His Life and Work.
  6. Orders of Infinity: The ‘infinitärcalcül’ of Paul Du Bois-Reymond
  7. Divergent Series
  8. The general theory of Dirichlet’s series
  9. The integration of functions of a single variable 
  10. Some Famous Problems of the Theory of Numbers and in Particular Waring’s Problem; An Inaugural Lecture Delivered Before the University of Oxford 
  11. A Course of Pure Mathematics: Introductory Mathematical Analysis for People Studying Calculus
  12. Bertrand Russell and Trinity
  13. The Book of the Fly: A Nature Study of the House-fly and Its Kin, the Fly Plague and a Cure 
  14. The Church-Wardens Accounts of the Parish of St. Marys, Reading, Berks
  15. A Mathematician’s Apology South Asian Edition
  16. Collected Papers of G.H. Hardy: Including Joint Papers with J.E. Littlewood and Others
G.H. Hardy Books
G.H. Hardy Books

Contributions of G.H. Hardy in Mathematics

G.H Hardy has made some significant contributions to the field of Mathematics.

  1. Critical line theorem                        
  2. Hardy field                         
  3. Hardy notation                         
  4. Hardy space                         
  5. Hardy-Littlewood inequality                     
  6. Hardy-Littlewood tauberian theorem                   
  7. Hardy-Littlewood zeta-function conjectures                 
  8. Hardy–Littlewood circle method                
  9. Hardy–Ramanujan asymptotic formula                  
  10. Hardy–Weinberg principle                 
  11. Hardy’s inequality                    
  12. Hardy’s theorem

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Interesting facts about G.H. Hardy

Here are few of the exciting facts about G.H Hardy

When G.H Hardy was just two years old, he used to write numbers up to millions and used to take it to the church and used to amuse people by factorizing the numbers.

Hardy, Because of his mathematical work, in Winchester College, he was awarded a scholarship.

Awards and Rewards under the name of G.H. Hardy

Many awards have rewarded G.H Hardy.

  1. Chauvenet Prize                       
  2. Copley Medal                      
  3. De Morgan Medal                     
  4. Fellow of the Royal Society                   
  5. Royal Medal                   
  6. Smith’s Prize                      
  7. Sylvester Medal

Quotes By G.H. Hardy

Some of the famous Quotes by G.H Hardy

Chess problems are the hymn-tunes of mathematics.

No one has yet discovered any warlike purpose to be served by the theory of numbers or relativity, and it seems unlikely that anyone will do so for many years.

No discovery of mine has made or is likely to make, directly or indirectly, for good or ill, the least difference to the amenity of the world.

I am interested in mathematics only as a creative art.

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Other Mathematicians Talking about G.H. Hardy

Words of the Mathematics who spoke about G.H Hardy

Hardy in his thirties held the view that the late years of a mathematician’s life were spent most profitably in writing books; I remember a particular conversation about this, and though we never spoke of the matter again, it remained an understanding.

To illustrate to what extent Hardy and Littlewood in the course of the years came to be considered as the leaders of recent English mathematical research, I may report what an excellent colleague once jokingly said: ‘Nowadays, there are only three really great English mathematicians: Hardy, Littlewood, and Hardy-Littlewood.Harald Bohr

FAQ About G.H. Hardy

When did GH Hardy die?

G. H Hardy kicked the bucket on 1 December 1947.

Who was Hardy Ramanujan?

G. Hardy and Ramanujan are two different mathematicians. Ramanujan and Hardy have worked together and formulated various projects.

What is the story behind the discovery of Hardy Ramanujan’s number?

1729 is Hardy Ramanujan’s Number. There is a story behind this number. Hardy came to meet Ramanujan in hospital in India, in a car. The number plate of the car was 1729. When Hardy met Ramanujan, Srinivasa Ramanujan said that that number 1729 was has a very interesting and unique mathematical number, and It is not at all boring. 1729 is the smallest number that could be represented by the sum of two cubes in two different ways.

What did G H Hardy do?

G. H Hardy has developed many theorems and principles like:
Hardy-Littlewood zeta-function conjectures
Hardy space
Hardy field
Hardy–Littlewood circle method
Hardy-Littlewood inequality
Hardy’s theorem
Hardy–Weinberg principle
Critical line theorem
Hardy notation
Hardy-Littlewood tauberian theorem
Hardy–Ramanujan asymptotic formula
Hardy’s inequality

Where did G H Hardy live?

G.H Hardy was born and brought up in Cranleigh, Surrey, England. He spent most of the time in England. He has done his schooling and college at Trinity College, Cambridge. He has been to India to meet Ramanujan, a famous Indian Mathematician, and have been travelling to other parts of the world meeting mathematicians and researching on mathematics. He spent the last days of his life in Cambridge, Cambridgeshire, England.

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