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jess klein is a maker jessklein.is a maker hi, i'm jess klein. i think that good design should support: mentorship hack firefox as featured in mozilla experimentation open badges as featured in the new york times open practices hive learning network as featured in the department of education learning...
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https://www.cim.org/membership/corporate-member/
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some community members might have badges that indicate their identity or level of participation in a community. google employee — googler guides and community managers community specialist — google partners who share their expertise platinum product expert — seasoned members who contribute beyond providing...
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} \subset s : a+b \le d|$ in o( ) i am struggling with exercise from the old algorithmic exam: $d$ is const for the whole structure. propose a structure for which you can do: init(s) //called only time insert(x, s):: $ s := s \... algorithms data-structures avl-trees asked hours ago tester bronze badges
substring of a given binary string a binary string is given to us and we need to find number of awesome substring of that string .definition of awesome string : a string is awesome if its length is divisible by number of 's in it. ... algorithms data-structures strings asked yesterday shawn bronze badges...
https://cs.stackexchange.com/questions/tagged/algorithms
problems i was doing a few dynamic programming problems and i am struggling to understand the thought process required to come up with recurrences. the first problem i solved was longest palindromic substring ... algorithms dynamic-programming recurrence-relation recursion asked days ago ar bronze badges
topics which are to be scheduled in a building with c ,c ,c ,....ck halls. members have already registered there interests on the topics, and they have liberty to choose ... algorithms optimization dynamic-programming combinatorics network-flow asked dec ' at : ultimate cause silver badge bronze badges...
https://cs.stackexchange.com/questions/tagged/dynamic-programming
group $g/h$ this is probably a super simple question...i just wanted to make sure that i am thinking about it correctly. i am in the process of learning about quotient groups in pinter's "a book of abstract ... abstract-algebra group-theory proof-writing quotient-group asked hours ago s.cramer silver badges
bronze badges votes answer views given $g$ is a finite group, $a$ and $b \in g$, $h\le g$, and $n=n(h)$, prove that if $aha^{ }=bhb^{ }$, then $an=bn$. i am having difficulties proving the below statement: given $g$ is a finite group, $a$ and $b \in g$, $h$ is a subgroup of $g$, and $n=n(h)$, i.e....
https://math.stackexchange.com/questions/tagged/proof-writing