In math history there are lots of mathematician who only  studied on math. They did not care about applications of their results. For example Apollonius did not wonder "how can I use conics in my life". Also Euler, Leibnitz, Riemann... But now the people ask this question frequently : why did you do this? where does it use?. Lobachevsky said that "There is no branch of mathematics, however abstract, which may not some day be applied to phenomena of the real world". I wonder the opinions of mathematicians. Thank you. 

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