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Unformatted text preview: are exactly n roots. Â§ They may not be unique. Roots of Multiplicity j Roots of Multiplicity j Roots of Multiplicity j Roots of Multiplicity j Roots of Multiplicity j Example Example NonHomogeneous, Linear Recurrence Relations NonHomogeneous Example What do you notice about the problem now? NonHomogeneous Example What do you notice about the problem now? Example (Cont.): d=0 Example (Cont.): d=0 Possible Update Â§ Point out existence of homog. RR for every nonhomog. RR. Â§ Notation: Use y(k) (homog.) instead of z(k) (nonhomog.) to emphasize the difference. Initial Conditions Initial Conditions Example (cont.) Example (cont.) Towers of Hanoi Revisited Towers of Hanoi Revisited Assignment Â§ Read: Recurrence Relations Notes, Parts III & IV Â§ HW #6: Part II Exercises (Section 2.2)...
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 Winter '08
 Jones,M
 Algebra, Fundamental Theorem Of Algebra, Recursion, Fibonacci number, Method of undetermined coefficients

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