Exact(1)
His paintings are a sequence of recurrences already preceded by many and to be followed by many, like the eternal paths encountered by Friedrich Nietzsche's famed Zarathustra on the mountainside, embodying the philosopher's discussion of eternal recurrence: the universe and all in it have already occurred and will recur ad infinitum, "the most burdensome thought".
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A sequence-of-tenses problem.
Since x = 0 is an ordinary point of (1), we remark that p 0 ≠ 0. Theorem 3.2 Let { c m } be a sequence of complex numbers satisfying the recurrence relation (3) for all m ∈ N 0, where (b) is referred for the value of a m, and let ρ 2 be the radius of convergence of the power series ∑ m = 0 ∞ c m x m.
As a result, we obtain a system of recurrences that if solved successfully gives a sequence of generalized AW densities with more and more parameters.
The Fibonacci numbers are a sequence of numbers ((f_{n})) for (n=1,2,ldots) defined by the linear recurrence equation f_{n}=f_{n-1}+f_{n-2}, quad ngeq2.
A significantly greater recurrence of work rhythm (visible as a sequence of the following numbers, operations) was recorded in thinning operations.
A sequence of events?
These observations were quantified using: (i) an entropic analysis of texts [16]; (ii) the variance of the sequence of recurrence times [17]; (iii) the recurrence time distribution [19], [42]; and (iv) the related distribution of the number of occurrences of words per document [14], [15].
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