DISCRETE MATHEMATICS : Includes Josephus problem. Manipulating sums. General methods for manipulating sums. Floors and ceilings. Mod: the binary operation. Divisibility and primes. Relative primality. Congruences. Basic number theory identities. Generating functions. Stirling/Harmonic numbers. Fibonacci numbers. Basic generating function maneuvers. Solving recurrences. Convolutions, etc. http://www.cs.sunysb.edu/~algorith/math-video/

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autonomous service or calculation. generator function - A function that returns a generator iterator. Its definition looks like a normal function definition except that it uses the keyword yield. Generator functions often contain one or more for or while loops that yield elements. The function execution is stopped at the yield keyword (returning the result) and its resumed there when the next element is requested (e.g., by the builtin function next()). For details see PEP 0255 and PEP 0342…

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