Given an nbit integer number a = a0a1a2 . . . an1 define a polynomial A(x) satisfying

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Given an n−bit integer number a = a0a1a2 . . . an−1 define a polynomial A(x) satisfying A(2) =a.

How did we know which polynomial we have to define? After insert x=2, how to know it equals a?

Related Book For answer-question

Introduction to Algorithms

ISBN: 978-0262033848

3rd edition

Authors: Thomas H. Cormen, Charles E. Leiserson, Ronald L. Rivest

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Posted Date: Apr 14, 2022 07:58 AM

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Given an nbit integer number a = a0a1a2 . . . an1 define a polynomial A(x) satisfying

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As we have to define a polynomial which gives A2a So we can ... View the full answer

Introduction to Algorithms

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