Submission + - Results from novel investigation of prime numbers (primestructure.com)
Marc Gaudette writes: "For Immediate Release
Novel Investigation of Prime Numbers
Leads to Many New Finds
September 25, 2007 — - Results from a novel investigation of prime numbers are now available from the website www.primestructure.com. This investigation unearthed interesting new finds and insights, including:
a method to superimpose structure upon the sieve of Eratosthenes
two simple recursive formulae expressing this method algebraically
infinitely many structures useful in modeling prime numbers
a construct which generalizes these infinitely many prime structures
remarkable patterns within primes and prime gaps
practical uses stemming from these patterns
singular properties of two types of symmetric sequences of positive integers
application of these sequences and their properties in analyzing primes
a new and unique proof of the infinitude of primes
a new and unique proof that prime gaps are unbounded
useful new avenues to derive properties of primes
derivations of multiple properties of primes using these new avenues
structures that provide insights into prime numbers even though they are essentially independent of primes
For an overview of this investigation, or for full details on the finds listed above, visit www.primestructure.com.
Contact information:
Marc Gaudette
mg@primestructure.com
(403) 244 — 8430
# # #"
Novel Investigation of Prime Numbers
Leads to Many New Finds
September 25, 2007 — - Results from a novel investigation of prime numbers are now available from the website www.primestructure.com. This investigation unearthed interesting new finds and insights, including:
a method to superimpose structure upon the sieve of Eratosthenes
two simple recursive formulae expressing this method algebraically
infinitely many structures useful in modeling prime numbers
a construct which generalizes these infinitely many prime structures
remarkable patterns within primes and prime gaps
practical uses stemming from these patterns
singular properties of two types of symmetric sequences of positive integers
application of these sequences and their properties in analyzing primes
a new and unique proof of the infinitude of primes
a new and unique proof that prime gaps are unbounded
useful new avenues to derive properties of primes
derivations of multiple properties of primes using these new avenues
structures that provide insights into prime numbers even though they are essentially independent of primes
For an overview of this investigation, or for full details on the finds listed above, visit www.primestructure.com.
Contact information:
Marc Gaudette
mg@primestructure.com
(403) 244 — 8430
# # #"
