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Topic: Divisible module

Related Topics

Injective resolution

Injective hull

	PlanetMath:
		divisible closure of a group (in divisible closure) owned by polarbear
		division algorithm (=division algorithm for integers) owned by vampyr
		division groupoid (in division in group) owned by pahio
	planetmath.org /encyclopedia/D (1665 words)

	Unification of Science and Spirit: Chapter 6 - MIND AS A COMPLEX SYSETM
		Even the visual cortex, often considered the most insular "module" of the human mind, has been shown to depend intimately on a variety of other areas of the brain for all aspects of its operation.
		In the end, the hierarchical structure of the universe is arbitrarily divisible -- one may divide it up into levels, and divide each of the levels up into levels, and so forth, limited only by one's own powers of discernment.
		The dual network, within the psynet model, is the result of carrying out this division process on the level of Mind.
	www.goertzel.org /books/spirit/uni5.htm (19879 words)

	[No title]
		%e A098961 Sums not divisible by 13 are shown in asterisks: %e A098961.......1....4....9...16....25....36....49....64....81...100...121 %e A098961 ------------------------------------------------------------------ %e A098961 1......................26..............65...............* %e A098961 4.............13................................104.....* %e A098961 9.........13.........................................130 %e A098961 16..........................52....65.................... %e A098961 25....26............................................... %e A098961 36................52.......................117..........* %e A098961 49................65.......................130..........* %e A098961 64....65............................................... %e A098961 81.........................117...130....................* %e A098961 100......104.........................................221 %e A098961 121..........130................................221..... %Y A098961 Cf.
		A008328 number of divisors of p-1, A008329 number of divisors of p+1, A103664, A103666, A103667.
		%e A080387 for n=13:the central binomial coefficient(=1716) is divisible by 10 C[13,k] b,coefficients; the 4 non-divisible cases are as follows: C[13,4],C[13,5],C[13,8],C[13,9].
	www.research.att.com /~njas/sequences/eisBTfry00097.txt (5084 words)

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