Heuristic Running Time
In number theory, there are many integer factoring algorithms that heuristically have expected running time
in o and L-notation. Some examples of those algorithms are the elliptic curve method and the quadratic sieve. Another such algorithm is the class group relations method proposed by Schnorr, Seysen, and Lenstra that is proved under of the Generalized Riemann Hypothesis (GRH).
Read more about this topic: Integer Factorization Algorithms
Famous quotes containing the words running and/or time:
“The shallowest still water is unfathomable. Wherever the trees and skies are reflected, there is more than Atlantic depth, and no danger of fancy running aground.”
—Henry David Thoreau (1817–1862)
“Even if fathers are more benignly helpful, and even if they spend time with us teaching us what they know, rarely do they tell us what they feel. They stand apart emotionally: strong perhaps, maybe caring in a nonverbal, implicit way; but their internal world remains mysterious, unseen, “What are they really like?” we ask ourselves. “What do they feel about us, about the world, about themselves?””
—Augustus Y. Napier (20th century)