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Number Theory Course
Bula diphiri tsa mokwaledi (cryptography) ka Thuto ya rona ya Dipalo tsa Dinomoro, e diretsweng batho ba ba itseng dipalo (mathematics) ba ba tlhwaafaletseng go ithuta metheo ya dipalo ya mokwaledi wa RSA. Ithute ka go dirisa maatla a modular exponentiation, mokgwa wa Euclidean, le Euler's Totient Function. Nna setswerere mo dikgopolong tsa mokwaledi, go tloga ka dinomoro tsa thaloganyo go ya go dipalo tsa modular (modular arithmetic), mme o ithute go diragatsa mekgwa e e sireletsegileng ya RSA. Nna kwa pele ka ditlhogo tse di kwa godimo jaaka quantum le elliptic curve cryptography. Godisa bokgoni jwa gago mme o sireletse bokamoso jwa gago mo dingwageng tsa boranyane.
- Nna setswerere mo dipalong tsa modular (modular arithmetic): Rarabolola diequation tse di thata ka mekgwa ya modular.
- Diragatsa mokwaledi wa RSA (RSA encryption): Sireletsa data ka di algorithm tsa RSA tse di nonofileng.
- Sekaseka dithoto tsa thaloganyo (prime properties): Tlhaloganya dinomoro tsa thaloganyo go dirisiwa mo mokwaleding.
- Dirisa di algorithm tsa Euclidean: Bala di GCD ka bonako go dirisiwa mo mokwaleding.
- Ithute ka mekgwa e mesha ya mokwaledi (cryptographic trends): Nna kwa pele ka temogo ya quantum le elliptic curve.
from 4 to 360h flexible workload
certificate recognized by MEC
What will I learn?
Bula diphiri tsa mokwaledi (cryptography) ka Thuto ya rona ya Dipalo tsa Dinomoro, e diretsweng batho ba ba itseng dipalo (mathematics) ba ba tlhwaafaletseng go ithuta metheo ya dipalo ya mokwaledi wa RSA. Ithute ka go dirisa maatla a modular exponentiation, mokgwa wa Euclidean, le Euler's Totient Function. Nna setswerere mo dikgopolong tsa mokwaledi, go tloga ka dinomoro tsa thaloganyo go ya go dipalo tsa modular (modular arithmetic), mme o ithute go diragatsa mekgwa e e sireletsegileng ya RSA. Nna kwa pele ka ditlhogo tse di kwa godimo jaaka quantum le elliptic curve cryptography. Godisa bokgoni jwa gago mme o sireletse bokamoso jwa gago mo dingwageng tsa boranyane.
Elevify advantages
Develop skills
- Nna setswerere mo dipalong tsa modular (modular arithmetic): Rarabolola diequation tse di thata ka mekgwa ya modular.
- Diragatsa mokwaledi wa RSA (RSA encryption): Sireletsa data ka di algorithm tsa RSA tse di nonofileng.
- Sekaseka dithoto tsa thaloganyo (prime properties): Tlhaloganya dinomoro tsa thaloganyo go dirisiwa mo mokwaleding.
- Dirisa di algorithm tsa Euclidean: Bala di GCD ka bonako go dirisiwa mo mokwaleding.
- Ithute ka mekgwa e mesha ya mokwaledi (cryptographic trends): Nna kwa pele ka temogo ya quantum le elliptic curve.
Suggested summary
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