Marcos da Silva Sampaio
Reputation
Top tag
Next privilege 125 Rep.
Vote down
 Sep12 awarded Supporter Aug16 accepted Ordered subsets summation Aug6 comment Ordered subsets summation @MarcvanLeeuwen. Thank you for the advise about $A=\{0,1,0\}$ instead of $A\{0,1,0\}$, once I'm a beginner studying math. Can I count also non-consecutive occurences of word $A$ in subsequence of another word $B$? Aug6 revised Ordered subsets summation Fix mistake and add information Aug6 comment Ordered subsets summation @HenningMakholm. It was my mistake. There are indeed 9 non-consecutive subsequences. Aug6 comment Ordered subsets summation @celtschk, I want to count overlapping subsequences. I count 5 appearances of $A\{0,1,0\}$ in $B\{0,1,0,1,0\}$. Aug6 comment Ordered subsets summation @hardmath, I want to count overlapping subsequences. I count 3 appearances of $A\{0,0\}$ in $B\{0,0,0\}$ Aug6 awarded Editor Aug6 revised Ordered subsets summation Insert tag and improve text Aug6 comment Ordered subsets summation Yes, @ArthurFischer. I'm looking for an algorithm. Aug6 comment Ordered subsets summation @martini, I mean finite sequences. For instance, in $B\{0, 1, 2, 0, 1\}$, the ordered subset $A\{0,1\}$ appears twice. I'd like to count this. Aug6 asked Ordered subsets summation Aug4 awarded Scholar Aug4 accepted A function that maps inequalities to $-1$, $0$, or $1$. Aug4 comment A function that maps inequalities to $-1$, $0$, or $1$. Thanks, @Shaktal. What I need to know is that the cmp function is a signum function. Aug4 comment A function that maps inequalities to $-1$, $0$, or $1$. @KevinCarlson, This type of function $f_b(a)$ has a name? I'd like to read about. I'm not familiarized with mathematical terminology. Aug4 asked A function that maps inequalities to $-1$, $0$, or $1$.