### Some articles on *prime numbers, primes, prime, prime number, numbers, number*:

Super-prime

... Super-

... Super-

**prime numbers**(also known as "higher order**primes**") are the subsequence of**prime numbers**that occupy**prime**-numbered positions within the sequence of all**prime numbers**... That is, if p(i) denotes the ith**prime number**, the**numbers**in this sequence are those of the form p(p(i)) ... show that every integer greater than 96 may be represented as a sum of distinct super-**prime numbers**...Science And Technology In Africa - Mathematics

... that the development of the concept of

... that the development of the concept of

**prime numbers**could only have come about after the concept of division, which he dates to after 10,000 BC, with**prime numbers**probably not being understood until ... why a tally of something should exhibit multiples of two,**prime numbers**between 10 and 20, and some**numbers**that are almost multiples of 10." see History of mathematics ...*p*-power Torsion Subgroups

... For any abelian group and any

**prime number**p the set ATp of elements of A that have order a power of p is a subgroup called the p-power torsion subgroup or, more loosely, the p-torsion subgroup The torsion ... For each

**prime number**p, this provides a functor from the category of abelian groups to the category of p-power torsion groups that sends every group to its p-power torsion ... The product over the set of all

**prime numbers**of the restriction of these functors to the category of torsion groups, is a faithful functor from the ...

Connected Mathematics - Controversy - Examples of Criticism -

... is from the first of the sixth grade booklets, which is named "

**Prime Numbers**... is from the first of the sixth grade booklets, which is named "

**Prime**Time", after the**prime**factorization of whole**numbers**... The student is asked to select a**number**he or she "likes" and to analyze that**number**... correct answers, of necessity, since whether an answer is correct or not depends on the**number**the child chose to analyze ...History Of Mathematical Notation - Logic

... He used Gödel

... He used Gödel

**numbers**, which were**numbers**that represented operations with set**numbers**, and variables with the first**prime numbers**greater than 10 ... With Gödel**numbers**, logic statements can be broken down into a**number**sequence ... Gödel then took this one step farther, taking the first n**prime numbers**and putting them to the power of the**numbers**in the sequence ...### Famous quotes containing the words numbers and/or prime:

“Out of the darkness where Philomela sat,

Her fairy *numbers* issued. What then ailed me?

My ears are called capacious but they failed me,

Her classics registered a little flat!

I rose, and venomously spat.”

—John Crowe Ransom (1888–1974)

“The *prime* lesson the social sciences can learn from the natural sciences is just this: that it is necessary to press on to find the positive conditions under which desired events take place, and that these can be just as scientifically investigated as can instances of negative correlation. This problem is beyond relativity.”

—Ruth Benedict (1887–1948)

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