Category:Prime numbers
Przejdź do nawigacji
Przejdź do wyszukiwania
liczba naturalna większa od 1, która ma dokładnie dwa dzielniki: 1 i siebie samą | |||||
Prześlij plik multimedialny | |||||
Jest to |
| ||||
---|---|---|---|---|---|
Podklasa dla |
| ||||
Część |
| ||||
Następca | |||||
Inne niż | |||||
| |||||
Podkategorie
Poniżej wyświetlono 200 spośród wszystkich 380 podkategorii tej kategorii.
(poprzednia strona) (następna strona)1
2
3
4
Pliki w kategorii „Prime numbers”
Poniżej wyświetlono 200 spośród wszystkich 207 plików w tej kategorii.
(poprzednia strona) (następna strona)-
1.3.a.jpg 661 × 617; 84 KB
-
1051x446-first 39131 primes.jpg 1051 × 446; 603 KB
-
3almostdecomp2d.jpg 600 × 600; 40 KB
-
Euclid's proof on infinite prime series.jpg 600 × 474; 13 KB
-
The value of x table 1.jpg 600 × 593; 52 KB
-
The value of x.jpg 600 × 575; 54 KB
-
Aks comparison log.jpg 689 × 379; 157 KB
-
Andrica's Conjecture.svg 500 × 410; 5 KB
-
Andrica's Conjecture2.svg 1000 × 410; 7 KB
-
Balança dos primos.jpg 1280 × 720; 37 KB
-
Bigomegahist1e7.svg 600 × 480; 27 KB
-
Billboard200-e.jpg 200 × 150; 10 KB
-
Bisectie-discreet.svg 269 × 163; 5 KB
-
Boolean Multiples of 2 3 5 cn.jpg 536 × 399; 53 KB
-
Boolean Multiples of 2 3 5.jpg 536 × 399; 26 KB
-
Boolean multiples of 2 3 5.svg 537 × 343; 18 KB
-
Building the wheels up to wheel 3.gif 314 × 282; 2,52 MB
-
Carroll Diagram (two criteria).svg 302 × 157; 97 KB
-
Carroll diagram.png 271 × 118; 5 KB
-
Chebyshev bias.svg 450 × 274; 83 KB
-
Chronology of pi and primes.png 1194 × 720; 83 KB
-
Collatz prime by jaguarfacedman.png 3000 × 3000; 61 KB
-
Collatz primes.png 3000 × 2302; 140 KB
-
Coprime-lattice pt.svg 650 × 330; 27 KB
-
Courbe ploutons.gif 724 × 416; 9 KB
-
Criba de Ochoa.png 453 × 694; 69 KB
-
Cyclic distribution of prime factors.svg 721 × 996; 714 KB
-
Decomposition of prime numbers into weight × level + jump.jpg 600 × 600; 42 KB
-
Difference between P and O.jpg 600 × 272; 24 KB
-
Difference from previous prime number up to 57059.svg 1053 × 744; 64 KB
-
Digits in largest prime by year 2014.png 2509 × 1543; 116 KB
-
Digits in largest prime by year.svg 500 × 306; 57 KB
-
Digits in largest prime found as a function of time zh.svg 540 × 409; 71 KB
-
Digits in largest prime found as a function of time-ru.svg 730 × 521; 5 KB
-
Digits in largest prime found as a function of time.svg 540 × 408; 59 KB
-
Digits of the currently known largest prime number.png 563 × 517; 14 KB
-
Dihedrale Primzahl - Beispiel.jpg 573 × 231; 45 KB
-
Dilution des nombres premiers.svg 761 × 509; 149 KB
-
Distance entre les nombres premiers jumeaux.pdf 3758 × 1487; 41 KB
-
Distance entre les nombres premiers.pdf 14 208 × 2158; 94 KB
-
Distribution of prime numbers.png 1611 × 963; 68 KB
-
Dp txt.png 567 × 453; 24 KB
-
Eisenstein prime mistake.jpg 2000 × 1739; 158 KB
-
Eisenstein prime.png 2000 × 1739; 355 KB
-
Eisenstein primes.png 1200 × 1184; 86 KB
-
Eisenstein primes.svg 1203 × 1188; 64 KB
-
EisensteinPrimes-01.svg 360 × 313; 26 KB
-
Factorization flowchart.svg 437 × 497; 164 KB
-
Fonction zêta décomposée.jpg 1726 × 742; 422 KB
-
Gauss prime numbers.svg 229 × 259; 104 KB
-
Gaussian moat 15x15.svg 414 × 414; 19 KB
-
Gaussian primes.png 1200 × 1198; 16 KB
-
Gaussian-primes.svg 450 × 450; 3 KB
-
Gbcomethista1.jpg 907 × 680; 48 KB
-
Gbcomethistoga2.jpg 1067 × 800; 53 KB
-
Gbcomethistoga3.jpg 1021 × 766; 62 KB
-
Gbcomethistoga4.jpg 1199 × 899; 61 KB
-
Generalized Andrica's conjecture.svg 450 × 298; 38 KB
-
George Woltman-1993.jpeg 217 × 221; 37 KB
-
GoldbachBeweis.JPG 848 × 556; 117 KB
-
Goldbachexcel.JPG 908 × 443; 101 KB
-
GoldbachZweidimensional.JPG 1237 × 783; 274 KB
-
Graph of prime numbers up to 57059.svg 1053 × 744; 48 KB
-
Graph of prime numbers up to 821641.svg 1489 × 1053; 145 KB
-
Graph of π(x;4,3) − π(x;4,1) for values up to 1 million.png 638 × 522; 40 KB
-
Hexgrid prime number spiral.svg 800 × 800; 2,8 MB
-
History of the prove of the Goldbach's weak conjecture.png 1510 × 859; 97 KB
-
Illegal prime number.png 360 × 354; 4 KB
-
Illustration de la conjecture de Legendre.png 600 × 400; 24 KB
-
Interior-bits-of-primes-&-their-reversals.gif 1400 × 1700; 86 KB
-
Internal bits prime-numbers.gif 334 × 719; 25 KB
-
Kerolov dijagram 2d.svg 302 × 157; 63 KB
-
KlauberTriangle.png 598 × 300; 2 KB
-
Kutuları bulma M değeri hesaplama.png 517 × 561; 23 KB
-
Largest known prime number by year.svg 400 × 300; 7 KB
-
Largest known prime number.svg 567 × 411; 10 KB
-
Liouville-log.svg 600 × 480; 26 KB
-
LucasTheorieDesFonctions1878.png 894 × 722; 57 KB
-
MatrixGoldbach.JPG 962 × 570; 145 KB
-
MatrixGoldbachdieLetzte.JPG 962 × 570; 156 KB
-
Megaprime found.png 829 × 696; 6 KB
-
Megaprime found.svg 1052 × 744; 35 KB
-
Megaprime founds.pdf 1752 × 1239; 163 KB
-
Megaprimes found by year.png 1982 × 1157; 44 KB
-
Meissel–Mertens constant definition.svg 245 × 154; 111 KB
-
New method for finding Prime and Composite numbers.pdf 1239 × 1752, 15 stron; 515 KB
-
Nombre premier de très haute valeur.jpg 1115 × 207; 120 KB
-
Nombrepremier 2017.png 300 × 300; 23 KB
-
Nombrepremier4.png 300 × 300; 7 KB
-
Nombres premiers de Gauss de norme inférieure à 1000.png 2001 × 2001; 549 KB
-
OEIS A005846 n=prime.svg 578 × 359; 75 KB
-
OEIS A156053.svg 475 × 287; 73 KB
-
OEIS A226095.png 472 × 305; 65 KB
-
OEIS A242902 png.PNG 485 × 294; 12 KB
-
Otro algoritmo para los numeros primos.pdf 1752 × 1239, 5 stron; 353 KB
-
PDensity.JPG 661 × 417; 24 KB
-
Periodic cicada number line.png 3782 × 1119; 792 KB
-
Pgcd1.PNG 564 × 564; 15 KB
-
Pierpont exponent distribution.png 640 × 480; 24 KB
-
PiLi1000.svg 450 × 289; 36 KB
-
PlotDelta.gif 800 × 400; 39 KB
-
PointsInSpecialDivisorPlane.jpg 1286 × 607; 447 KB
-
Ppowerdecomp2d.jpg 600 × 600; 42 KB
-
Priem-x-tabel.pdf 1752 × 1239; 346 KB
-
Prime Lambek–Moser.svg 576 × 720; 5 KB
-
Prime num le 400.png 450 × 50; 3 KB
-
Prime number loops.jpg 2241 × 2472; 4,14 MB
-
Prime Number Nth term table.jpg 600 × 244; 24 KB
-
Prime number theory Table 1.jpg 967 × 405; 51 KB
-
Prime numbers (up to 100).svg 1673 × 1095; 58 KB
-
Prime numbers in arithmetic progression mod 9 zoom in.png 815 × 385; 4 KB
-
Prime numbers in arithmetic progression mod 9.png 918 × 27; 695 bajtów
-
Prime numbers.png 450 × 380; 6 KB
-
Prime race of last digit up to 10000.png 639 × 525; 24 KB
-
Prime rectangles.png 450 × 380; 6 KB
-
Prime rectangles.svg 450 × 380; 30 KB
-
Prime spiral and interpolation.png 664 × 4474; 1,26 MB
-
Prime vs composite-ary.png 547 × 768; 52 KB
-
Prime-numbers 01.jpg 1024 × 768; 125 KB
-
Prime-numbers-internal-structure.gif 524 × 719; 56 KB
-
Primegaps-new.png 1601 × 1279; 28 KB
-
Primencomposite0100.png 510 × 463; 30 KB
-
Primencomposite0100.svg 630 × 450; 6 KB
-
Primenumbers2310inv.png 2310 × 565; 58 KB
-
PrimeNumbersSmall.png 320 × 240; 13 KB
-
PrimeQuadrupletsInSpecialDivisorPlane.gif 704 × 599; 1,1 MB
-
Primes - distribution - up to 19 primorial.png 1155 × 4199; 334 KB
-
Primes - distribution - up to 23 primorial.png 1001 × 437; 409 KB
-
Primes - distribution - up to 3 x 17 primorial.png 1155 × 663; 62 KB
-
Primes 1281x1024.PNG 1281 × 1024; 182 KB
-
Primes-c.jpg 4096 × 4096; 1,33 MB
-
Primes-c2.jpg 4096 × 4096; 1,33 MB
-
Primes-vs-composites ar.svg 468 × 658; 28 KB
-
Primes-vs-composites pt.svg 468 × 658; 27 KB
-
Primes-vs-composites vi.svg 468 × 658; 17 KB
-
Primes-vs-composites.svg 468 × 658; 20 KB
-
Primes3D.gif 640 × 480; 4,1 MB
-
PrimesInDivisorPlane.gif 721 × 592; 3,73 MB
-
PrimesInGeneralDivisorPlane.gif 712 × 604; 9,92 MB
-
Primespiral.png 1632 × 1632; 131 KB
-
PrimespiralSmall.png 408 × 408; 67 KB
-
Primi-nlnn.svg 512 × 512; 308 KB
-
Primi=1mod3.svg 512 × 512; 315 KB
-
Primi=3mod4.svg 512 × 512; 315 KB
-
PrimiGaussiani.jpg 1183 × 1148; 252 KB
-
Primo 11-Estelar.jpg 438 × 380; 19 KB
-
Primzahlen in quadratischen Anordnungen.png 892 × 545; 20 KB
-
Primzahlen in quadratischen Anordnungen.svg 484 × 288; 29 KB
-
Primzahlen.jpg 1268 × 654; 181 KB
-
Prizalu2.png 916 × 794; 46 KB
-
Redmond-Sun.png 461 × 486; 10 KB
-
RelativeGrowthOfEmptiness.jpg 1311 × 537; 274 KB
-
RGB representation of the 17,425,170-digit prime number (8448628322).png 1726 × 1666; 8,09 MB
-
Rho-pollard.png 264 × 316; 5 KB
-
Riemannsche Vermutung Diagramm 1.jpg 1416 × 562; 473 KB
-
Riemannsche Vermutung Diagramm 2.jpg 1416 × 562; 793 KB
-
Rolling wheel animation.gif 998 × 117; 322 KB
-
Sacks Spiral Divisors 100000.png 3464 × 3464; 3,11 MB
-
Schumann Horst Grab Stahnsdorf IMG 0261a.jpg 377 × 567; 328 KB
-
Second Hardy–Littlewood conjecture.svg 450 × 444; 27 KB
-
Semiprimedecomp2d.jpg 600 × 600; 40 KB
-
Shanks's table of primes just below 20000 and their decimal periods.png 1005 × 473; 191 KB
-
Sieve of Eratosthenes animation-en.svg 445 × 369; 20 KB
-
Sieve of Eratosthenes animation-it.svg 445 × 369; 40 KB
-
Sieve of Eratosthenes animation.svg 512 × 425; 22 KB
-
Sieve of Eratosthenes Highlight.svg 370 × 366; 35 KB
-
Sieve of Pritchard animation.gif 425 × 350; 1,47 MB
-
Sieve of Sundaram Animated.gif 455 × 284; 63 KB
-
Sieve of sundaram.gif 626 × 409; 148 KB
-
SieveTable.png 694 × 243; 53 KB
-
Spiral based on size of prime numbers.gif 579 × 570; 2 KB
-
Spirala pentagonalna liczb pierwszych.png 4063 × 2742; 99 KB
-
Spirale premiers avec rectangles 5 67 FR.png 1080 × 1080; 155 KB
-
Steinitz numbers svg.svg 780 × 762; 151 KB
-
Steinitz numbers.pdf 1297 × 1268; 41 KB
-
Sum of reciprocals of primes.svg 236 × 154; 93 KB
-
Sélection des termes sur la topologie du pollynôme sigma premier.jpg 984 × 684; 150 KB
-
Table with Prime numbers in columns 4 and 6 only.jpg 1920 × 1080; 68 KB
-
Test évolution des nombres premiers.jpg 1113 × 417; 334 KB
-
TestDeFermat.svg 508 × 162; 18 KB
-
The Last Homework (15281227473).jpg 5616 × 3744; 13,06 MB
-
The mechanism that generates prime numbers.png 750 × 450; 13 KB
-
The mechanism that generates prime numbers.svg 692 × 411; 120 KB
-
The Zhandos multiplications graphic.PNG 785 × 632; 25 KB
-
Time 02 1280x720 505frm 8c T 1-101 TP-1.gif 1280 × 720; 9,09 MB
-
Time 02 1280x720 505frm 8c T 1-101 TP-11.gif 1280 × 720; 8,94 MB
-
Time 02 1280x720 505frm 8c T 1-101 TP-3.gif 1280 × 720; 8,88 MB
-
Time 02 1280x720 505frm 8c T 1-101 TP-44835.gif 1280 × 720; 9,56 MB
-
Time 02 1280x720 505frm 8c T 1-101 TP-44836.gif 1280 × 720; 9,6 MB
-
Time 7-0 M1C1c1-Agg-101101 Points-100 TimeP-1 Size0.6.gif 960 × 540; 5,65 MB
-
Time 7-0 M1C1c1-Agg-101101 Points-100 TimeP-1.gif 1600 × 900; 12,26 MB
-
Time 83-879 M1C1c1-Agg-18281 Points-60 TimeP-1 C6 138frm si0.6.gif 864 × 540; 5,81 MB
-
Topologie polynôme à coefficients sigma premiers.jpg 2054 × 844; 485 KB
-
Táblázat nagy.jpg 1062 × 651; 223 KB
-
Ulam spiral 2001.png 2001 × 2001; 375 KB