The look-and-say one was introduced by Conway in 1986 and grows indefinitely for almost all seeds, while the Farey one of order n consists of completely reduced fractions which have denominator less than or equal to n. A metric space in which every Cauchy one is has a limit is called complete.
The look-and-say one was introduced by Conway in 1986 and grows indefinitely for almost all seeds, while the Farey one of order n consists of completely reduced fractions which have denominator less than or equal to n. A metric space in which every Cauchy one is has a limit is called complete. The Lucas one is constructed from a linear second-order recurrence relation, while one type of these has a constant ratio of successive terms. For 10 points, name these mathematical constructs consisting of ordered lists of numbers.
The look-and-say one was introduced by Conway in 1986 and grows indefinitely for almost all seeds, while the Farey one of order n consists of completely reduced fractions which have denominator less than or equal to n. A metric space in which every Cauchy one is has a limit is called complete.
{sequence}s