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  • https://math.libretexts.org/Bookshelves/Combinatorics_and_Discrete_Mathematics/Combinatorics_Through_Guided_Discovery_(Bogart)/02%3A__Induction_and_Recursion/2.02%3A_Recurrence_Relations
    A linear recurrence is one in which an is expressed as a sum of functions of n times values of (some of the terms) a_i for i < n plus (perhaps) another function (called the driving function) of ...A linear recurrence is one in which an is expressed as a sum of functions of n times values of (some of the terms) a_i for i < n plus (perhaps) another function (called the driving function) of n. A linear equation is called homogeneous if the driving function is zero (or, in other words, there is no driving function). It is called a constant coefficient linear recurrence if the functions that are multiplied by the a_i terms are all constants (but the driving function need not be constan

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