ScholarWorks@SUNGKYUNKWAN UNIVERSITY: KWON, SUN HAK

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KWON, SUN HAK (권순학)

Science (Mathematics)

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CipollaLehmer algorithm:6||Differential uniformity:5||Finite field:5||Permutation:4||AdlemanMandersMiller algorithm:4||finite field:4||TonelliShanks algorithm:4||elliptic curve cryptography:3||FPGA:2||LSB first algorithm:2||cdifferential uniformity:2||Linear recurrence relation:2||Cube root:2||rth root:2||Nonlinearity:2||VLSI:2||Carlitz rank:2||Boolean function:2||factoring:2||NIST:2||ECM:2||Jacobi form:1||MWR2MM algorithm:1||MasseyOmura multiplier:1||Modular forms:1||Modular traces:1||Montgomery multiplication:1||NFS:1||NIST recommended binary fields:1||Partial APN:1||PocklingtonPeralta algorithm:1||Primitive root:1||Spaces of cusp forms:1||Square root algorithm:1||Strongly Nmodular lattices:1||Substitution box (Sbox):1||Systolic array:1||Systolic multiplier:1||Tate pairing:1||The Minkowski–Siegel formula:1||Trinomial:1||VLSI architecture:1||WalshHadamard coefficients:1||batch signing:1||boomerang uniformity:1||cDifferential uniformity:1||cipherbreaking:1||congruence conditions:1||cusp forms:1||data flow:1||differential uniformity:1||differentially 4uniform permutation polynomials:1||dual basis:1||elliptic curve:1||etaquotients:1||extended Walsh spectrum:1||fault tolerant architecture:1||fieldprogrammable gate arrays (FPGAs):1||imbalanced communication:1||invariant:1||linear array:1||linear code:1||linear multiplier:1||linear recurrence relation:1||permutation polynomials:1||rth root algorithm:1||reconfigurable computing:1||selfdual code:1||signature:1||systolic array:1||the MinkowskiSiegel formula:1||APN:1||trace:1||Algebraic degree:1||All one polynomial:1||Almost perfect nonlinear (APN):1||Basis:1||Belltype quaternary quadratic forms:1||Berlekamp bit serial multiplier:1||Boomerang uniformity:1||Cipherbreaking:1||Class field theory:1||Differentiallinear uniformity:1||Differentially 4uniform permutation:1||Differentially 4uniform permutations:1||Etaquotients:1||Field programmable gate arrays:1||Finite field arithmetic:1||Frobenius ring:1||Galois traces:1||Gaussian normal basis:1||Hecke operators:1||Involution:1||

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