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Pollardova ▫$\rho$▫-metoda : magistrsko deloSchlegel, ErikDelo predstavlja Pollardovo ▫$\rho$▫-metodo za reševanje matematičnih problemov, s poudarkom na reševanju problema diskretnega logaritma in problema diskretnega logaritma na eliptični krivulji nad ... končnim obsegom. Glavni rezultat tega dela je izrek o asimptotični zgornji meji časovne in prostorske zahtevnosti Pollardove ▫$\rho$▫-metode.Type of material - master's thesis ; adult, seriousPublication and manufacture - Ljubljana : [E. Schlegel], 2003Language - slovenianCOBISS.SI-ID - 12589145
Author
Schlegel, Erik
Other authors
Jurišić, Aleksandar
Topics
kriptografija |
problem diskretnega logaritma |
eliptične krivulje |
Pollardova ▫$\rho$▫-metoda |
paradoks rojstnega dne |
Floydov algoritem |
Brentov algoritem |
cryptography |
discrete logarithm problem |
elliptic curves |
Pollard's ▫$\rho$▫-method |
birthday paradox |
Floyd's algorithm |
Brent's algorithm
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Database name | Field | Year |
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Links to authors' personal bibliographies | Links to information on researchers in the SICRIS system |
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Schlegel, Erik | ![]() |
Jurišić, Aleksandar | 08724 |
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