Now suppose all edges have unit capacity and you are given a parameter k. the goal is to delete k edges so as to reduce the maximum s t flow in g as much as possible. in other words, you should find a set of edges f e so that jfj = k and the maximum s t flow in g0 = (v, e f) is as small as possible subject to this. describe and analyze a polynomial-time algorithm to solve this problem.

there is no universally accepted definition of art. although commonly used to describe something of beauty, or a skill which produces an aesthetic result, there is no clear line in principle between (say) a unique piece of handmade sculpture, and a mass-produced but visually attractive item. we might say that art requires thought - some kind of creative impulse - but this raises more questions: for example, how much thought is required? if someone flings paint at a canvas, hoping by this action to create a work of art, does the result automatically constitute art?

answer; numerous occupation(s);