
The number field sieve for integers of low weight Oliver Schirokauer
... primitive. To compute base-t discrete logarithms in Z/N Z with A, we first negate the values in the columns corresponding to the rational primes q. Next we add a row to A, containing the values vq (τ ) for q ∈ T and 0’s in the components corresponding to the rational primes q. Finally, we reduce the ...
... primitive. To compute base-t discrete logarithms in Z/N Z with A, we first negate the values in the columns corresponding to the rational primes q. Next we add a row to A, containing the values vq (τ ) for q ∈ T and 0’s in the components corresponding to the rational primes q. Finally, we reduce the ...
Squares, square roots, cubes and cube roots
... a) Write all the square numbers as a number sequence. b) Count the number of members between each pair of square numbers. Check that these numbers form a number sequence. c) Use the rule of this number sequence to find the next two square numbers in the sequence. Find a way to ...
... a) Write all the square numbers as a number sequence. b) Count the number of members between each pair of square numbers. Check that these numbers form a number sequence. c) Use the rule of this number sequence to find the next two square numbers in the sequence. Find a way to ...