NUMBER THEORY - PRIME NUMBERS 103 FREE PROGRAMS

PRIME NUMBERS - FIBONACCI NUMBERS - PRIMALITY TEST - PRIME FACTORS - QUADRATIC RESIDUES - PRIMITIVE ROOTS - CONTINUED FRACTIONS - CONGRUENCES - GOLDBACH - COLLATZ - MERSENNE NUMBERS SOPHIE GERMAIN NUMBERS - PRIME DESERTS - TWIN PRIMES -DIOPHANTINE EQUATIONS - PASCAL TRIANGLE - PI DIGITS - FACTORIALS - CHARMICAEL NUMBERS - QUADRATIC FORMS - PELL EQUATION - NEXTPRIME - PYTHAGOREAN TRIPLES AND MANY OTHERS .....

venerdì 8 gennaio 2010

FEW SCREENSHOTS

TWIN PRIMES AFTER N

QUADRATIC RESIDUES AND NOT RESIDUES OF P

PRIMITIVE ROOTS OF P

K = A^2 -B^3 LIMIT = L

PALINDROMIC SERIES

N DIGITS OF PI

MODPOW A^B MODULO C

Diophantine equations

Goldbach's conjecture

X^2 cong. -1 modulo P (P = 4n+1)

ALIQUOT SEQUENCES

N = X^2 + Y^2

COLLATZ

Z^2 cong. B modulo P

SIEVE

A^2 = B^3 + C^3

from decimal to binary

PRIME DESERTS

FACTORIAL

PRIME FACTORS

CONTINUED FRACTION OF IRRATIONAL

LEAST PRIMITIVE ROOT AND LEAST QUADRATIC NOT RESIDUE OF A PRIME NUMBER

PERIOD OF 1/P (P = PRIME NUMBER)

NEXTPRIME(N)

ANIMATED CONICS

PASCAL TRIANGLE (ONE LINE)

EGYPTIAN FRACTIONS

3rd DEGREE EQUATION

SYSTEM OF EQUATION

DIVISION 110 DIGIT


DIVISORS, SUM AND NUMBER

FIBONACCI SERIE

G.C.D. l.c.m.

MISC.


Pubblicato da Bardesane a 10:16
Etichette: aliquot, collatz, continued fractions, fermat, fibonacci, mersenne, nextprime, number theory, prime factors, prime numbers, primitive roots, quadratic residues, sieve

0 commenti:

Posta un commento

Post più recente Post più vecchio Home page
Iscriviti a: Commenti sul post (Atom)
VISITORS SINCE 1TH APRIL 2009

Archivio blog

  • ►  2009 (1)
    • ►  marzo (1)
      • 103 FREEWARE PROGRAMS DOWNLOAD
  • ▼  2010 (4)
    • ▼  gennaio (2)
      • FEW SCREENSHOTS
      • 103 MATH FREEWARE PROGRAMS
    • ►  marzo (1)
      • PROGRAMS OF NUMBER THEORY IN ENGLISH
    • ►  aprile (1)
      • NUMBER THEORY FREE PROGRAMS

Informazioni personali

Le mie foto
Bardesane
Visualizza il mio profilo completo