Biography hardy ramanujan number algorithm
Cube root of 1729
is the natural number following and preceding It is the first nontrivial taxicab number, expressed as the sum of two cubic numbers in two different ways.
1729 factors
When British Mathematician GH Hardy visited a sick Ramanujan at the hospital, he travelled in a taxi cab with the number Hardy found it to be an ordinary number, but .
Ramanujan number theory
This fascinating story has caused the number to be dubbed the “Ramanujan-Hardy Number.” A lot of interesting mathematics has come about because of this story, let’s .
Srinivasa ramanujan contribution to mathematics
The aim of this work is to present different representations of Hardy-Ramanujan number Also to present new types of magic squares with more details of his biography with the .