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A088363
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Local minima of A053707 (first differences of A025475, powers of a prime but not prime).
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2
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3, 1, 2, 15, 3, 13, 18, 17, 63, 38, 168, 10, 316, 240, 128, 30, 271, 408, 286, 255, 354, 362, 600, 260, 672, 138, 7, 768, 792, 876, 960, 513, 248, 1080, 546, 2328, 1248, 4008, 1392, 751, 2188, 250, 94, 1728, 3528, 3470, 1848, 2460, 3912, 4008, 3063, 2088, 1554
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OFFSET
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1,1
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COMMENTS
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A053707(k) for k = 1 is a term iff A053707(k) <= A053707(k+1); A053707(k) for k > 1 is a term iff A053707(k-1) > A053707(k) and A053707(k) <= A053707(k+1).
A088364 gives the corresponding indices. Local maxima of A053707 are in A088365.
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LINKS
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Table of n, a(n) for n=1..53.
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EXAMPLE
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The first four terms of A053707 are 3,4,1,7, hence A053707(1) = 3 is the first and A053707(3) = 1 is the second local minimum of A053707.
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PROG
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(PARI) {m=1; k=0; for(n=2, 320000, if(matsize(factor(n))[1]==1&&factor(n)[1, 2]>1, d=n-m; if((k<2||b>c)&&(!k<1&&d>=c), print1(c, ", ")); k++; m=n; b=c; c=d))}
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CROSSREFS
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Cf. A025475, A053707, A088364, A088365.
Sequence in context: A163485 A276011 A126038 * A300839 A143783 A179175
Adjacent sequences: A088360 A088361 A088362 * A088364 A088365 A088366
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KEYWORD
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nonn
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AUTHOR
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Klaus Brockhaus, Sep 27 2003
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STATUS
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approved
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