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Which number is known as Ramanujan number?
The Hardy-Ramanujan Number is 1729.
Why is 1729 a special number for Ramanujan?
According to Ramanujan, it's the lowest number that can be expressed in two different ways as the sum of two cubes (the cubes of 12 and 1; the cubes of 10 and 9). It 's the answer.
What were inventions of ramanujan?
Ramanujan's number - 1729,which is the sum of squares of three numbers
Who was ramanujan?
He was one of the India's greatest mathematical geniuses .He introduced the theory of ramanujan's number(1729).
What was srinivasa ramanujan's most famous discovery?
hardy ramanujan number smallest one is 172950=1cube + 12cube=99cube + 1065cube.
Which number is known as Ramanujan number?
The Hardy-Ramanujan Number is 1729.
Why is 1729 a special number for Ramanujan?
According to Ramanujan, it's the lowest number that can be expressed in two different ways as the sum of two cubes (the cubes of 12 and 1; the cubes of 10 and 9). It 's the answer.
Which number is ramanujan's number?
1729
What were inventions of ramanujan?
Ramanujan's number - 1729,which is the sum of squares of three numbers
What is Ramanujan's number?
his number1729
Who was ramanujan?
He was one of the India's greatest mathematical geniuses .He introduced the theory of ramanujan's number(1729).
Which is the smallest hardy ramanujan number?
1729
What are ramanujan's pet numbers?
ramanujan's pet number is 1729(one thousand seven hundred twenty-nine)
What was srinivasa ramanujan's most famous discovery?
hardy ramanujan number smallest one is 172950=1cube + 12cube=99cube + 1065cube.
Why 1729 is a Ramanujan number?
As the speciality of this number i.e., smallest number that can be shown as sum of two positive cubes in two ways was found by Ramanujam in the presence of Hardy.so it is also called hardy-ramanujan number.
Is there any other number system which bears the same Ramanujan number properties?
no
What ramanujan invented?
Srinivasa Ramanujan was a pioneering Indian mathematician known for his groundbreaking contributions to number theory, infinite series, and continued fractions. He discovered many new mathematical theorems and formulas, including the Ramanujan prime, the Ramanujan-Hardy number (1729), and his work on modular forms. His unique intuition for numbers led to the development of the Ramanujan theta function and the Ramanujan conjecture, which has influenced various areas of mathematics and theoretical physics. His innovative ideas continue to inspire mathematicians today.
