Alternative Proofs
The result can alternatively be proved using Jensen's inequality or log sum inequality.
Read more about this topic: Gibbs' Inequality
Famous quotes containing the words alternative and/or proofs:
“Education must, then, be not only a transmission of culture but also a provider of alternative views of the world and a strengthener of the will to explore them.”
—Jerome S. Bruner (20th century)
“To invent without scruple a new principle to every new phenomenon, instead of adapting it to the old; to overload our hypothesis with a variety of this kind, are certain proofs that none of these principles is the just one, and that we only desire, by a number of falsehoods, to cover our ignorance of the truth.”
—David Hume (1711–1776)