References to nonlinear


17 seqfan posts

Fri Mar 18 19:10:33 CET 2011    [seqfan] Re: Fwd: Superseeker and email lookup moved to oeis.org
Thu Feb 3 17:00:38 CET 2011    [seqfan] Re: Can a sequence that is not a linear recurrence with constant coefficients be such mod every prime p (possibly with different coefficients)?
Fri Feb 4 13:31:35 CET 2011    [seqfan] Re: Can a sequence that is not a linear recurrence with constant coefficients be such mod every prime p (possibly with different coefficients)?
Thu Feb 3 19:28:59 CET 2011    [seqfan] Re: Can a sequence that is not a linear recurrence with constant coefficients be such mod every prime p (possibly with different coefficients)?
Thu Feb 3 16:56:35 CET 2011    [seqfan] Re: Can a sequence that is not a linear recurrence with constant coefficients be such mod every prime p (possibly with different coefficients)?
Thu Feb 3 16:50:03 CET 2011    [seqfan] Can a sequence that is not a linear recurrence with constant coefficients be such mod every prime p (possibly with different coefficients)?
Sat Nov 27 16:00:30 CET 2010    [seqfan] Searching for associative rational functions
Mon Sep 6 12:28:30 CEST 2010    [seqfan] Re: x(i-1) = ( x(i+1) - x(i)) mod M, period-N solutions?
Wed Sep 1 15:05:10 CEST 2010    [seqfan] nonlinear relations and doubling formulas for a sequence (new, autoverification)
Mon Aug 16 00:54:10 CEST 2010    [seqfan] Re: Feigenbaum Function Coefficients
Sat Mar 13 05:26:30 CET 2010    [seqfan] Re: OEIS Movie on YouTube
Tue Dec 15 02:58:04 CET 2009    [seqfan] Re: [math-fun] Divisibility sequences in OEIS.
Tue Dec 15 02:42:24 CET 2009    [seqfan] Re: [math-fun] Divisibility sequences in OEIS.
Wed Sep 23 12:46:03 CEST 2009    [seqfan] Re: 3 nonlinear recurrences
Mon Sep 21 19:59:04 CEST 2009    [seqfan] Re: 3 nonlinear recurrences (Georgi Guninski)
Sun Sep 20 19:57:27 CEST 2009    [seqfan] Re: 3 nonlinear recurrences
Sun Sep 20 17:09:45 CEST 2009    [seqfan] 3 nonlinear recurrences

Index of A-numbers in seqfan: by ascending order    by month    by frequency    by keyword
nonlinear  
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