metodo cuadrados medios y congruencial lineal

Generador de congruguencia lineal

Formula= Xn+1=(a*Xn+c) mod mXn+1=(8xn+16) mod 100 y Xo=15

a=8c=16m=100xo=15

n xn a*Xn+16 Xn+1 Num. Aleat.1 15 136 36 0.36

501 15 136 36 0.361001 15 136 36 0.36



a=50c=17m=64xo=13

n xn a*Xn+17 Xn+1 Num. Aleat.1 13 667 27 0.4218756 13 667 27 0.421875

11 13 667 27 0.42187516 13 667 27 0.42187521 13 667 27 0.42187526 13 667 27 0.42187531 13 667 27 0.42187536 13 667 27 0.42187541 13 667 27 0.42187546 13 667 27 0.42187551 13 667 27 0.42187556 13 667 27 0.42187561 13 667 27 0.42187566 13 667 27 0.42187571 13 667 27 0.42187576 13 667 27 0.42187581 13 667 27 0.42187586 13 667 27 0.42187591 13 667 27 0.42187596 13 667 27 0.421875

101 13 667 27 0.421875106 13 667 27 0.421875111 13 667 27 0.421875116 13 667 27 0.421875121 13 667 27 0.421875126 13 667 27 0.421875131 13 667 27 0.421875136 13 667 27 0.421875141 13 667 27 0.421875146 13 667 27 0.421875151 13 667 27 0.421875156 13 667 27 0.421875161 13 667 27 0.421875166 13 667 27 0.421875171 13 667 27 0.421875176 13 667 27 0.421875181 13 667 27 0.421875186 13 667 27 0.421875

191 13 667 27 0.421875196 13 667 27 0.421875201 13 667 27 0.421875206 13 667 27 0.421875211 13 667 27 0.421875216 13 667 27 0.421875221 13 667 27 0.421875226 13 667 27 0.421875231 13 667 27 0.421875236 13 667 27 0.421875241 13 667 27 0.421875246 13 667 27 0.421875251 13 667 27 0.421875256 13 667 27 0.421875261 13 667 27 0.421875266 13 667 27 0.421875271 13 667 27 0.421875276 13 667 27 0.421875281 13 667 27 0.421875286 13 667 27 0.421875291 13 667 27 0.421875296 13 667 27 0.421875301 13 667 27 0.421875306 13 667 27 0.421875307 13 667 27 0.421875312 13 667 27 0.421875317 13 667 27 0.421875322 13 667 27 0.421875327 13 667 27 0.421875332 13 667 27 0.421875337 13 667 27 0.421875342 13 667 27 0.421875347 13 667 27 0.421875352 13 667 27 0.421875357 13 667 27 0.421875362 13 667 27 0.421875367 13 667 27 0.421875372 13 667 27 0.421875377 13 667 27 0.421875382 13 667 27 0.421875387 13 667 27 0.421875392 13 667 27 0.421875397 13 667 27 0.421875402 13 667 27 0.421875407 13 667 27 0.421875412 13 667 27 0.421875417 13 667 27 0.421875422 13 667 27 0.421875

427 13 667 27 0.421875432 13 667 27 0.421875437 13 667 27 0.421875442 13 667 27 0.421875447 13 667 27 0.421875452 13 667 27 0.421875457 13 667 27 0.421875462 13 667 27 0.421875467 13 667 27 0.421875472 13 667 27 0.421875477 13 667 27 0.421875482 13 667 27 0.421875487 13 667 27 0.421875492 13 667 27 0.421875497 13 667 27 0.421875502 13 667 27 0.421875507 13 667 27 0.421875512 13 667 27 0.421875517 13 667 27 0.421875522 13 667 27 0.421875527 13 667 27 0.421875532 13 667 27 0.421875537 13 667 27 0.421875542 13 667 27 0.421875547 13 667 27 0.421875552 13 667 27 0.421875557 13 667 27 0.421875562 13 667 27 0.421875567 13 667 27 0.421875572 13 667 27 0.421875577 13 667 27 0.421875582 13 667 27 0.421875587 13 667 27 0.421875592 13 667 27 0.421875597 13 667 27 0.421875602 13 667 27 0.421875607 13 667 27 0.421875612 13 667 27 0.421875613 13 667 27 0.421875618 13 667 27 0.421875623 13 667 27 0.421875628 13 667 27 0.421875633 13 667 27 0.421875638 13 667 27 0.421875643 13 667 27 0.421875648 13 667 27 0.421875653 13 667 27 0.421875658 13 667 27 0.421875

663 13 667 27 0.421875668 13 667 27 0.421875673 13 667 27 0.421875678 13 667 27 0.421875683 13 667 27 0.421875688 13 667 27 0.421875693 13 667 27 0.421875698 13 667 27 0.421875703 13 667 27 0.421875708 13 667 27 0.421875713 13 667 27 0.421875718 13 667 27 0.421875723 13 667 27 0.421875728 13 667 27 0.421875733 13 667 27 0.421875738 13 667 27 0.421875743 13 667 27 0.421875748 13 667 27 0.421875753 13 667 27 0.421875758 13 667 27 0.421875763 13 667 27 0.421875768 13 667 27 0.421875773 13 667 27 0.421875778 13 667 27 0.421875783 13 667 27 0.421875788 13 667 27 0.421875793 13 667 27 0.421875798 13 667 27 0.421875803 13 667 27 0.421875808 13 667 27 0.421875813 13 667 27 0.421875818 13 667 27 0.421875823 13 667 27 0.421875828 13 667 27 0.421875833 13 667 27 0.421875838 13 667 27 0.421875843 13 667 27 0.421875848 13 667 27 0.421875853 13 667 27 0.421875858 13 667 27 0.421875863 13 667 27 0.421875868 13 667 27 0.421875873 13 667 27 0.421875878 13 667 27 0.421875883 13 667 27 0.421875888 13 667 27 0.421875893 13 667 27 0.421875898 13 667 27 0.421875

903 13 667 27 0.421875908 13 667 27 0.421875913 13 667 27 0.421875918 13 667 27 0.421875919 13 667 27 0.421875924 13 667 27 0.421875929 13 667 27 0.421875934 13 667 27 0.421875939 13 667 27 0.421875944 13 667 27 0.421875949 13 667 27 0.421875954 13 667 27 0.421875959 13 667 27 0.421875964 13 667 27 0.421875969 13 667 27 0.421875974 13 667 27 0.421875979 13 667 27 0.421875984 13 667 27 0.421875989 13 667 27 0.421875



a=5c=24m=32xo=7


17 7 59 27 0.8437525 7 59 27 0.8437533 7 59 27 0.8437541 7 59 27 0.8437549 7 59 27 0.8437557 7 59 27 0.8437565 7 59 27 0.8437573 7 59 27 0.8437581 7 59 27 0.8437589 7 59 27 0.8437597 7 59 27 0.84375

105 7 59 27 0.84375113 7 59 27 0.84375121 7 59 27 0.84375129 7 59 27 0.84375137 7 59 27 0.84375145 7 59 27 0.84375153 7 59 27 0.84375161 7 59 27 0.84375169 7 59 27 0.84375177 7 59 27 0.84375185 7 59 27 0.84375193 7 59 27 0.84375201 7 59 27 0.84375209 7 59 27 0.84375217 7 59 27 0.84375225 7 59 27 0.84375233 7 59 27 0.84375241 7 59 27 0.84375249 7 59 27 0.84375257 7 59 27 0.84375265 7 59 27 0.84375273 7 59 27 0.84375281 7 59 27 0.84375289 7 59 27 0.84375297 7 59 27 0.84375

305 7 59 27 0.84375313 7 59 27 0.84375321 7 59 27 0.84375329 7 59 27 0.84375337 7 59 27 0.84375345 7 59 27 0.84375353 7 59 27 0.84375361 7 59 27 0.84375369 7 59 27 0.84375377 7 59 27 0.84375385 7 59 27 0.84375393 7 59 27 0.84375401 7 59 27 0.84375409 7 59 27 0.84375417 7 59 27 0.84375425 7 59 27 0.84375433 7 59 27 0.84375441 7 59 27 0.84375449 7 59 27 0.84375457 7 59 27 0.84375465 7 59 27 0.84375473 7 59 27 0.84375481 7 59 27 0.84375489 7 59 27 0.84375497 7 59 27 0.84375505 7 59 27 0.84375513 7 59 27 0.84375521 7 59 27 0.84375529 7 59 27 0.84375537 7 59 27 0.84375545 7 59 27 0.84375553 7 59 27 0.84375561 7 59 27 0.84375569 7 59 27 0.84375577 7 59 27 0.84375585 7 59 27 0.84375593 7 59 27 0.84375601 7 59 27 0.84375609 7 59 27 0.84375617 7 59 27 0.84375625 7 59 27 0.84375633 7 59 27 0.84375641 7 59 27 0.84375649 7 59 27 0.84375657 7 59 27 0.84375665 7 59 27 0.84375673 7 59 27 0.84375681 7 59 27 0.84375

689 7 59 27 0.84375697 7 59 27 0.84375705 7 59 27 0.84375713 7 59 27 0.84375721 7 59 27 0.84375729 7 59 27 0.84375737 7 59 27 0.84375745 7 59 27 0.84375753 7 59 27 0.84375761 7 59 27 0.84375769 7 59 27 0.84375777 7 59 27 0.84375785 7 59 27 0.84375793 7 59 27 0.84375801 7 59 27 0.84375809 7 59 27 0.84375817 7 59 27 0.84375825 7 59 27 0.84375833 7 59 27 0.84375841 7 59 27 0.84375849 7 59 27 0.84375857 7 59 27 0.84375865 7 59 27 0.84375873 7 59 27 0.84375881 7 59 27 0.84375889 7 59 27 0.84375897 7 59 27 0.84375905 7 59 27 0.84375913 7 59 27 0.84375921 7 59 27 0.84375929 7 59 27 0.84375937 7 59 27 0.84375945 7 59 27 0.84375953 7 59 27 0.84375961 7 59 27 0.84375969 7 59 27 0.84375977 7 59 27 0.84375985 7 59 27 0.84375993 7 59 27 0.84375



a=5c=21m=100xo=3


12 3 36 36 0.3613 3 36 36 0.3619 3 36 36 0.3625 3 36 36 0.3626 3 36 36 0.3632 3 36 36 0.3638 3 36 36 0.3639 3 36 36 0.3645 3 36 36 0.3651 3 36 36 0.3652 3 36 36 0.3658 3 36 36 0.3664 3 36 36 0.3665 3 36 36 0.3671 3 36 36 0.3677 3 36 36 0.3678 3 36 36 0.3684 3 36 36 0.3690 3 36 36 0.3691 3 36 36 0.3697 3 36 36 0.36

103 3 36 36 0.36104 3 36 36 0.36110 3 36 36 0.36116 3 36 36 0.36117 3 36 36 0.36



a=9c=13m=32xo=8


18 8 85 5 0.62527 8 85 5 0.62536 8 85 5 0.62545 8 85 5 0.62554 8 85 5 0.62563 8 85 5 0.62572 8 85 5 0.62581 8 85 5 0.62590 8 85 5 0.62599 8 85 5 0.625

108 8 85 5 0.625117 8 85 5 0.625126 8 85 5 0.625135 8 85 5 0.625144 8 85 5 0.625153 8 85 5 0.625162 8 85 5 0.625171 8 85 5 0.625

metodo cuadrados medios y congruencial lineal

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