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Mathematics for Computer Science

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“mcs” — 2017/3/3 — 11:21 — page 977 — #985<br />

977<br />

INDEX<br />

page rank, 917, 919<br />

pair, 280<br />

pairwise independence, 863<br />

pairwise independent, 769, 864, 865<br />

Pairwise Independent Additivity, 864<br />

Pairwise Independent Sampling, 868,<br />

896<br />

partial correctness, 168<br />

partial fractions, 683<br />

partial order, 385, 415<br />

strict, 386, 394<br />

weak, 387, 394<br />

particular solution, 948<br />

partition, 383<br />

Pascal’s Triangle Identity, 635<br />

path, 835<br />

perfect graph, 456<br />

perfect number, 290, 330<br />

permutation, 542, 604<br />

Perturbation Method, 549<br />

perturbation method, 676<br />

pessimal spouse, 178<br />

Pick-4, 874<br />

planar drawing, 517<br />

planar embedding, 523, 524, 540<br />

planar graph, 521<br />

planar graphs, 463<br />

planar subgraph, 531<br />

plug-and-chug, 933<br />

pointwise, 98<br />

Polyhedra, 533<br />

polyhedron, 533<br />

polynomial time, 60, 301, 453<br />

population size, 869<br />

power, 770<br />

predicate, 8<br />

pre-MST, 475<br />

preserved invariant, see invariant, 161<br />

preserved under isomorphism, 452<br />

prime, 5, 28, 301<br />

Prime Number Theorem, 302, 322<br />

relatively prime, 318<br />

Prime Factorization Theorem, see Unique<br />

Factorization Theorem<br />

probability density function, 803<br />

probability density function,, 802<br />

probability function, 734, 782<br />

probability of an event, 734<br />

probability space, 734<br />

Product Rule, 753<br />

product rule, 796<br />

Product Rule (counting), 599<br />

Product Rule (generating functions),<br />

678<br />

proof, 9, 17<br />

proof by contradiction, 16<br />

proposition, 4, 5<br />

propositional variable, 46<br />

public key cryptography, 326<br />

Pulverizer, 297, 331, 332<br />

pure first-order <strong>for</strong>mula, 260<br />

P vs. NP, 61<br />

Pythagoreans, 533<br />

quicksort, 809<br />

quotient, 292<br />

randomized algorithm, 809<br />

random sample, 898<br />

random sampling, 896<br />

random variable, 799<br />

random variables, 800<br />

random walk, 835, 918<br />

Random Walks, 905<br />

range, 98<br />

reachable, 163<br />

reciprocal, 693<br />

recognizes, 273<br />

recurrence, 933

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