Contribuation of indian mathematician
Bhaskara(1114-1185)
Born in bijapur karnataka bhaskara represent the peak of mathematicialknowledge in 12th century he wrote "bijaganita" on algebra and reached on impaccable understanding of calculus numbersystem solving equations
Srinivase ramanujan(1887-1920)
This man who know the infinity ramanujan made substantial contribuation to mathematical analysis ,number thoery ,infinite series and continued fraction on of the first problem he posed and gave solution to was prasanta chandra mahalanabis (1892-1972) father of indian statistics remembered for the mahantano bisdistance he is also known for being one of the members of the first planning commission of free india
Satyendra nath bose(1894-1974)
Known for his collaboration with albert einstein satyendra nath bose established modern theoretical physics in india bose made significent advances in statisical mechanics and quantum statistics
Dr kaprekar (1905-1986)
"Dattaraya ramchandra kaprekar was an indian recreational mathematician who portray a few classes of regular number including the kaprekar and self numbers and found the kaprekar costant named afer this
Cr Rao (sep 1920)
Calyampudi radhakrishna rao is a well known statistical thoery famous for this "thoery to statisical thoery and appliciations are well known and many of this result which bear his name are included in the curriculum of course in statistics bechlor's and master's level all over the world
Harish chandra (1923-1983)
Harish chandra born in kanpur ,utterpradesh was an indian americian mathematician and phycist who did fundamental work in representation thoery ,especially harmonics analysis on semi simple lie group
Representation thoery is usefull branch of mathematics that reduces problem in abstract algebra to the problem of liner algebra
Narendra karmarkar 1957
He gave us the karmakar's algorithm for solving linear programing problems is the first reasonably efficient algorithm applied in solving these problems in polynomial time karmarkar's algorithm determines the next feasible direction toward optimaly and scales back by a factor
Bhaskara(1114-1185)
Born in bijapur karnataka bhaskara represent the peak of mathematicialknowledge in 12th century he wrote "bijaganita" on algebra and reached on impaccable understanding of calculus numbersystem solving equations
Srinivase ramanujan(1887-1920)
This man who know the infinity ramanujan made substantial contribuation to mathematical analysis ,number thoery ,infinite series and continued fraction on of the first problem he posed and gave solution to was prasanta chandra mahalanabis (1892-1972) father of indian statistics remembered for the mahantano bisdistance he is also known for being one of the members of the first planning commission of free india
Satyendra nath bose(1894-1974)
Known for his collaboration with albert einstein satyendra nath bose established modern theoretical physics in india bose made significent advances in statisical mechanics and quantum statistics
Dr kaprekar (1905-1986)
"Dattaraya ramchandra kaprekar was an indian recreational mathematician who portray a few classes of regular number including the kaprekar and self numbers and found the kaprekar costant named afer this
Cr Rao (sep 1920)
Calyampudi radhakrishna rao is a well known statistical thoery famous for this "thoery to statisical thoery and appliciations are well known and many of this result which bear his name are included in the curriculum of course in statistics bechlor's and master's level all over the world
Harish chandra (1923-1983)
Harish chandra born in kanpur ,utterpradesh was an indian americian mathematician and phycist who did fundamental work in representation thoery ,especially harmonics analysis on semi simple lie group
Representation thoery is usefull branch of mathematics that reduces problem in abstract algebra to the problem of liner algebra
Narendra karmarkar 1957
He gave us the karmakar's algorithm for solving linear programing problems is the first reasonably efficient algorithm applied in solving these problems in polynomial time karmarkar's algorithm determines the next feasible direction toward optimaly and scales back by a factor
0 comments:
Post a Comment