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7691 - 7700 of 13134 for binomial theorySearch Results
If each of two nonparallel transversals with nonminimal directions meets a given curve in finite points only, then the ratio of products of the distances from the two sets of ...
Four bits or half a byte, also sometimes spelled "nybble." Since a nibble encodes values from 0 to 2^4-1=15, it can conveniently be represented using a single hexadecimal ...
An algebra, also called a nilalgebra, consisting only of nilpotent Elements.
A pile of counters in a game of nim. The nim-heap illustrated above corresponds to the game of Marienbad.
A conic section on which the midpoints of the sides of any complete quadrangle lie. The three diagonal points P, Q, and R also lie on this conic.
Any cubic curve that passes through eight of the nine intersections of two given cubic curves automatically passes through the ninth.
Let S_N(s)=sum_(n=1)^infty[(n^(1/N))]^(-s), (1) where [x] denotes nearest integer function, i.e., the integer closest to x. For s>3, S_2(s) = 2zeta(s-1) (2) S_3(s) = ...
A nowhere-neat dissection in which squares of the same size are not allowed to share any part of a side.
Let M be a finitely generated module over a commutative Noetherian ring R. Then there exists a finite set {N_i|1<=i<=l} of submodules of M such that 1. intersection ...
A module M is Noetherian if it obeys the ascending chain condition with respect to inclusion, i.e., if every set of increasing sequences of submodules eventually becomes ...
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