Home | Mathematics | Actuarial Study Blog
This utility finds commonalities in number sequences, by searching through a database.
Because of CPU time constraints, only the first 10,000 members of each sequence are searched. The first 60 hits are returned.
Click on a sequence in each column, then hit Submit. For instance, to find prime fibonacci numbers, select prime, then fibonacci, then Submit.
Some searches may take up to 30 seconds
The selection column on the left has links to the wikipedia pages that describe each sequence.
Beiler, A. H.(1964). Recreations in the Theory of Numbers. New York: Dover
Hardy, G. H., Wright, E. M.(1938) An Introduction to the Theory of Numbers. London: Oxford University Press
Ore, O.(1948) Number Theory and its History. New York: McGraw-Hill
Sloane, N.J.A. (2017) The On-Line Encyclopedia of Integer Sequences
Uspenski, J. V., Heaslet, M. A. (1939) Elementary Number Theory. New York: McGraw Hill
Home | Mathematics | Actuarial Study Blog©Copyright 2003-2017 Jimothi Difonzo