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gptkb:A000010_(OEIS)
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phi(n) is even for n > 2
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gptkb:Generalized_Autoregressive_Conditional_Heteroskedasticity
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leptokurtosis
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gptkb:A000010_(OEIS)
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phi(n) counts generators of cyclic group of order n
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gptkb:Generalized_Autoregressive_Conditional_Heteroskedasticity
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stationarity conditions
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gptkb:Extreme_value_distribution
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Limit distribution for maxima
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gptkb:determinantal_point_process
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probability of subset proportional to determinant of kernel submatrix
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gptkb:A000010_(OEIS)
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phi(n) is the number of primitive n-th roots of unity
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gptkb:A000010_(OEIS)
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Dirichlet inverse is the Möbius function
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gptkb:Closed_timelike_curve
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timelike curve that returns to its starting point
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gptkb:A000010_(OEIS)
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phi(n) is the number of irreducible polynomials of degree n over GF(2)
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gptkb:Linear_scale_space
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does not create new structures with increasing scale
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gptkb:A000010_(OEIS)
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sum_{d|n} phi(d) = n
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gptkb:Nim_(game)
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perfect information
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gptkb:Skew_Lines
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No common point
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gptkb:A000010_(OEIS)
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phi(p) = p-1 for prime p
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gptkb:Nim_(game)
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no chance element
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gptkb:A000010_(OEIS)
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phi(n) is the degree of the splitting field of x^n-1 over Q
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gptkb:Extreme_value_distribution
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Asymptotic distribution
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gptkb:Nim_(game)
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finite game
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gptkb:A000010_(OEIS)
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phi(n) is the number of elements of order n in a cyclic group of order n
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