208 reputation
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bio website li-tianyang.com
location
age 23
visits member for 2 years, 11 months
seen Oct 18 at 2:08

Sep
20
comment How to approximate a complex linear homogenous recurrence with constant coefficients with a simple one?
I was just using that as an example, in some cases it might be possible to find what $q$ really is.
Aug
8
comment “Cookbook” methods for neighborhood structure design in simulated annealing for combinatorial optimization?
What I'm thinking about is a review of some more used methods for state transition so I can get some ideas how to do state transition for my specific problem.
Apr
4
comment Approximation or calculation of the probability of getting “clumps” when sampling from a uniform distribution
Only $b$ is fixed, $a$ can change. I just edited it.
Mar
11
comment The polynomial where only the terms in the multinomial series where each variable's exponent is $>0$ are kept?
@anon Has such a function being studied before? I'm looking for some asymptotic results on this function.
Mar
11
comment The polynomial where only the terms in the multinomial series where each variable's exponent is $>0$ are kept?
@BrianM.Scott I think you guys didn't notice that $i_1>0,i_2>0,...,i_k>0 $
Mar
11
comment The polynomial where only the terms in the multinomial series where each variable's exponent is $>0$ are kept?
@ManolitoPérez I think you guys didn't notice that $i_1>0,i_2>0,...,i_k>0$
Jan
10
comment Cover a line segment randomly with smaller line segments
I'm actually thinking more about results more exact than the Lander-Waterman model (when the sequence being sequenced is shorter)
Jan
4
comment Cover a line segment randomly with smaller line segments
Not quite, I'm thinking about DNA sequencing