*Srinivasan Ramanujan was an Indian mathematician during the British Raj. He made major contribution to MATHEMATICAL ANALYSIS, NUMBER THEORY, INFINITE SERIES and CONTINUED FRACTIONS. Ramanujan initially developed his own mathematical research in isolation; It was quickly recognized by INDIAN MATHEM...
*Srinivasan Ramanujan was an Indian mathematician during the British Raj. He made major contribution to MATHEMATICAL ANALYSIS, NUMBER THEORY, INFINITE SERIES and CONTINUED FRACTIONS. Ramanujan initially developed his own mathematical research in isolation; It was quickly recognized by INDIAN MATHEMATICIANS. He began a partnership with the English Mathematician G. H. HARDY. During his short life, Ramanujan independently compiled nearly 3,900 results. Nearly all his claims have now been proven correct. His original and highly unconventional results, such as the RAMANUJAN PRIME and the RAMANUJAN THETA function, have inspired a vast amount of further research. The Ramanujan Journal, a peer-re-viewed scientific journal, was a established to publish work in all areas of mathematics influenced by Ramanujan
*India's greatest mathematical genius
*22 December 1887 - 26 April 1920
* December 22 is celebrated as NATIONAL MATHEMATICS DAY In honor of the award - winning genius
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% Pride of India
SRINIVASA
RAMANUJAN
Remembering the Great Mathematician
R A December 22 is celebrated as
National Mathematics Day
e In honour of the award-winning
= genius
-
A "as
Srinivasa Remanugian
(22nd December 1887 to 26th April 1920)
Srinivasa Ramanujan was an Indian ma
during the British Raj. He made major contributions to
mathematical analysis, number theory, infinite series
and continued fractions. Ramanuja
rematician
1 initialty developed
his own mathematical research in isolation; it was quickly
recognized by Indian mathematicians. He began a
partnership with the English mathematician G. H, Hafdy
During his short life, Ramanujan independently compiled
nearly 3,900 results. Nearly all his claims have now b
proven correct. His original and highly unconventional
results, such as the Ramanujan prime and the
Ramanujan theta function, have inspire
of further re
a vast amount
rch, The Ramanujan Journal, a peer-re
viewed scientific journal, was established to publish
work in all areas of mathematics influenced by
Ramanujan
Srinivasa Ramanujan
22 December 1887 — 26 April 1920
Though he had almost no formal training in
pure mathematics, Ramanujan made
substantial contributions to mathematical
Kae An, analysis, number theory, infinite series,
; 4 and continued fractions. When he died in
1920 at the age of 32, he left behind three
notebooks and some loose pages with
results that mathematic jans c ontinue to
verify.
FIELDS
The Mathematical Genius
22 December Jl 26 April 1920
India's greatest i Made extraordinary
mathematical genius. | contributions to mathematical
! analysis, number theory,
| infinite series, & continued
! fractions
Independently compiled
nearly 3900 results.
Stated results Ramanujan |
prime & Ramanujan theta Known for Ramanujan's sum
function that inspired a vast | Landau-Ramanujan constant
amount of further research. | Mock theta functions
Ramanujan conjecture
Ramanujan Soldner constant
Rogers—Ramanujan identities
Ramanujan's master theorem
An equation means nothing
to me unless it expresses a ff
'
ight of God
He made in depth analysis in $ numerous
order to various athematics
mathematical problems by d up new
ging new and
novel ideas that gave impetus
to progress of game theory,
In recognition of his
achievements, his birth date
Received no formal education 22 December is celebrated in
in mathematics but made India as Mathematics Day.
important tributions te 2
vancement of mathematics per 1887 - 26 Aprif 1920)
that he came up v
series for n
He also described in detail the mock theta function, a concept of mock
modular form in mathematics. Initially, this concept remained an enigma
but now it has been identified as holomorphic parts of maass forms
CEE 1AkashvaniAIR
NATIONAL MATHEMATICS DAY
The Birth Anniversary of ‘Srinivasa Ramanujan’
He doesn't have any close friends.
When someone asked, why?
He replied - like numbers 220 & 284!
DO YOU KNOW WHY?
AA ee
D
Reply to — The number 1729 is ‘dull:
No, it ıs a very Interesting nUMAve rs
E is the s mallest number expre $
as a sum of two cubes in two
different ways, the two ways =
being 1° + 1 12? and 9? + 10%.
asa Ramanujan
More science quotes at Today in Science History todayinsci.com
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5 Dike dye
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126" birth anniversary of
Srinivasa Ramanujan
(The Man Who Knew Infinity)
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NAL NALMATHÉMATICS DAY.
Mathematical achievements
“ In mathematics, there is a distinction
between having an insight and having a
proof
“ Ramanujan's talent suggested a group of
formulae that could then be investigated
in depth later
“ It is said that Ramanujan's discoveries
are unusually rich
+ As a by-product, new directions of
research were opened up
+ Indian mathematician and autodidact
No formal training (pure mathematics)
+ Relevant contributions : mathematical analysis, number theory, infinite
series, and continued fractions
+ Partnership with G. H. Hardy (after recognition)