how to solve a recurreance relation?? i need to learn from basic of solving recurreance relation any good material to study that??
it depends on the type of recurrence: linear / nonlinear, homogenous / not, order, etc. are you in a combinatorics class?
no i am not in combinatorics class.. is there any material study each type??
i will try to find something. if you have any specific questions, just ask though :).
ya . i need to solve recurreance equation of quicksort and binary search tree....??
fun.... there is a master theorem for T(n) = aT(n/b) + cn^d that is already proven and solved. can you use that? you should post the actual question otherwise i can't really specifically help you.
generally what you'll want to do is just keep "telescoping" or plugging in the recurrence until you can get a pattern and right it as a sum. from there it helps if the sums can be solved. are you learning about big Oh?
ya learning big oh , theta and omega........
is this a good material pages.pacificcoast.net/~cazelais/222/rec.pdf
yea that looks nice. are you trying to do it from a mathematical perspective or computer science? i have some comp sci materials but it is more about big Oh then it is actually solving a recurrence. (it is more theoretical)
i need to solve it from comp sci perspective ?
i'm taking this class right now ;) but it is a really good class. very difficult though. there are some lecture pdfs here: http://www.cc.gatech.edu/~venkat/3510/lectures.html attached is a sample test with questions and solutions (i took the real thing today. wowie.)
ya very very thanks ..... i will see through this material and say u.............
how can i contact u specifically? any official email id??????????????
no sorry. i am often on here though. i am a developer with OpenStudy :)
you can also try the Computer Science study group. there are a lot of similar questions.
oh right. then i will get u through this(open study) itself.
ya
one more question is there any relation between fraction and logarithm??
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