author paulson
Mon, 07 Aug 2000 10:27:35 +0200
changeset 9545 c1d9500e2927
parent 9508 4d01dbf6ded7
permissions -rw-r--r--

IntPrimes	dvd relation, GCD, Euclid's extended algorithm, primes,
                congruences (all on the Integers)
                Comparable to 'Primes' theory but dvd is included here
                as it is not present in 'IntDiv'.  Also includes extended
                GCD and congruences not present in 'Primes'. 

Chinese		The Chinese Remainder Theorem for an arbitrary finite
                number of equations.  (The one-equation case is included
                in 'IntPrimes')  Uses functions for indexing. 

IntFact         Factorial on integers and recursively defined set
                including all Integers from 2 up to a.  Plus definition 
		of product of finite set. 

BijectionRel    Inductive definitions of bijections between two different
                sets and between the same set.  Theorem for relating
                the two definitions

EulerFermat     Fermat's Little Theorem extended to Euler's Totient function. 
                More abstract approach than Boyer-Moore (which seems necessary
                to achieve the extended version)

WilsonRuss      Wilson's Theorem following quite closely Russinoff's approach
		using Boyer-Moore (using finite sets instead of lists, though)

WilsonBij	Wilson's Theorem using a more "abstract" approach based on
		bijections between sets.  Does not use Fermat's Little Theorem
                (unlike Russinoff)