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Call the resulting nodes p x1 , bx0 , gx1 , and so on The intended interpretation is that boy b x0 is matched with girl gx1 if x = true, and with girl gx0 if x = false Next we must create triples that somehow mimic clauses For each clause, say c = (x y z), introduce a new boy bc and a new girl gc They will be involved in three triples, one for each literal in the clause And the pets in these triples must re ect the three ways whereby the clause can be satis ed: (1) x = true, (2) y = false, (3) z = true For (1), we have the triple (bc , gc , px1 ), where px1 is the pet p1 in the gadget for x.

7.28. A linear program for shortest path. Suppose we want to compute the shortest path from node s to node t in a directed graph with edge lengths le > 0. (a) Show that this is equivalent to nding an s t ow f that minimizes size(f ) = 1. There are no capacity constraints. (b) Write the shortest path problem as a linear program. (c) Show that the dual LP can be written as xu xv luv for all (u, v) E (d) An interpretation for the dual is given in the box on page 206. Why isn t our dual LP identical to the one on that page 7.29. Hollywood. A lm producer is seeking actors and investors for his new movie. There are n available actors; actor i charges si dollars. For funding, there are m available investors. Investor j will provide pj dollars, but only on the condition that certain actors Lj {1, 2, . . . , n} are included in the cast (all of these actors Lj must be chosen in order to receive funding from investor j). The producer s pro t is the sum of the payments from investors minus the payments to actors. The goal is to maximize this pro t. (a) Express this problem as an integer linear program in which the variables take on values {0, 1}. max xs xt

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Alpha hydroxy acids are the most frequently used super cial peel agents, and glycolic and lactic acid are the most commonly commercially synthesized.144 The common structure is a linear carboxylic acid with an attached hydroxyl group at the second (alpha) carbon and a variable length carbon chain.145 This group is hydrophilic and derived primarily from fruit and food acids. Glycolic acid is derived from sugarcane, lactic acid from sour milk, malic acid from apples, and citric acid from citrus fruits. At the epidermal level, alpha hydroxy acids act by disrupting corneocyte cohesion at the stratum corneum stratum granulosum junction.146 This reduced adhesion

Here is why we chose p 1 : if x = true, then bx0 is matched with gx1 and bx1 with gx0 , and so pets px0 and px2 are taken In which case bc and gc can be matched with px1 But if x = false, then px1 and px3 are taken, and so gc and bc cannot be accommodated this way We do the same thing for the other two literals of the clause, which yield triples involving b c and gc with either py0 or py2 (for the negated variable y) and with either pz1 or pz3 (for variable z) We have to make sure that for every occurrence of a literal in a clause c there is a different pet to match with bc and gc .

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But this is easy: by an earlier reduction we can assume that no literal appears more than twice, and so each variable gadget has enough pets, two for negated occurrences and two for unnegated The reduction now seems complete: from any matching we can recover a satisfying truth assignment by simply looking at each variable gadget and seeing with which girl b x0 was matched And from any satisfying truth assignment we can match the gadget corresponding to each variable x so that triples (b x0 , gx1 , px0 ) and (bx1 , gx0 , px2 ) are chosen if x = true and triples (bx0 , gx0 , px1 ) and (bx1 , gx1 , px3 ) are chosen if x = false; and for each clause c match b c and gc with the pet that corresponds to one of its satisfying literals.

Delta Chart No 2 (start value, end value)

4:

909 B.26

But one last problem remains: in the matching de ned at the end of the last paragraph, some pets may be left unmatched In fact, if there are n variables and m clauses, then exactly 248.

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