1) Solutions are simple.
2) Proofs are simple.
3) Implementations are simple.
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1) Solutions are simple.
2) Proofs are simple.
3) Implementations are simple.
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Kindly complete ur lines=>Solutions are simple, but thinking the right one is difficult ;)
I agree. However, it get's easier to think the right way the more problems one solve. Let's practice ;)
Was pecas simple?
Trivial :P
U see those points say more than calling everything simple. Suppose if u r thinking something complex that u cant prove simply. U have to pause and evaluate if that looks like the right direction.
I will get a print of this and frame it on my wall.
Everything is just dif
What this blog suggests: If you're solving a problem <= 2C and you think the solution would require a complicated data structure, advanced algorithm topics, or heavy implementation with $$$10^9$$$ case works, then you're probably going in a wrong direction. Instead, you should think again and check if the problem can be solved only with a few basic ideas with just a few lines of code, and only with an algorithm/data structure that you learned in the very first week of your problem solving life. These problems are really just like that.
I think this can be applied even up to Div. 1+2 D/E, I sometimes just think of really complicated DSes and felt like an idiot at how simple it is afterwards lol
Another CP Technique :
What to do
What we do
Being optimistic/hopeful, will only increase our chances of solving.
4) Everything is solvable by binary search
5) The ones which are not, is solvable by dp
"These are the children of brute force"
div 2 ABCD and even E are so often constructive or greedy.
The joke
You
I get it, that means I am dumb...
I expected the whole blog to consist of 1 sentence, "Have fun and enjoy the problem solving!"
Too TRUE for not only beginners.