c++ Programming Glossary: modular

http://stackoverflow.com/questions/10118137/fast-n-choose-k-mod-p-for-large-n

make_pair n k value return value c algorithm recursion modular share improve this question So here is how you can solve..

Why is the C++ STL is so heavily based on templates? (and not on *interfaces*)

http://stackoverflow.com/questions/1039853/why-is-the-c-stl-is-so-heavily-based-on-templates-and-not-on-interfaces

and verbose and it doesn't really promote reusable code or modularity. That is why the C community is today far more interested.. they all accept iterators as parameters. Which is more modular then The STL may not follow the rules of OOP as Java defines.. goals of OOP Doesn't it achieve reusability low coupling modularity and encapsulation And doesn't it achieve these goals better..

I want to generate the nth term of the sequence 1,3,8,22,60 ,164 in Order(1) or order of (nlogn)

http://stackoverflow.com/questions/11301992/i-want-to-generate-the-nth-term-of-the-sequence-1-3-8-22-60-164-in-order1-or

using the second formula.Is there any trick to calculate modular powers of decimals very quickly Do you have any suggestions..

What are some good profilers for native C++ on Windows?

http://stackoverflow.com/questions/153559/what-are-some-good-profilers-for-native-c-on-windows

but it has a steep learning curve. It also is very modular so you have to figure out what parts are you need to buy. DevPartner..

Fast bignum square computation

http://stackoverflow.com/questions/18465326/fast-bignum-square-computation

is finite field DFT and so no accuracy loss occur need of modular arithmetics on unsigned integers modpow modmul modadd modsub.. size is limited because of overflow issues For 32bit modular arithmetics is N limited to 2^32 max input ^2 so bigint must.. is possible that is even over the overflow limit so 64bit modular arithmetics should be used which can slow things down even more...

modular arithmetics and NTT (finite field DFT) optimizations

http://stackoverflow.com/questions/18577076/modular-arithmetics-and-ntt-finite-field-dft-optimizations

arithmetics and NTT finite field DFT optimizations I wanted.. this is low level layer only Is there a way to speed up my modular arithmetics This is my already optimized source code in C for.. n DWORD arithmetics DWORD shl DWORD a DWORD shr DWORD a modular arithmetics DWORD mod DWORD a DWORD modadd DWORD a DWORD b DWORD..

What techniques can be used to speed up C++ compilation times?

http://stackoverflow.com/questions/373142/what-techniques-can-be-used-to-speed-up-c-compilation-times

the pragma once directive. Reduce interdependancy The more modular and less interdependant your code design is in general the less..

How can we compute N choose K modulus a prime number without overflow?

http://stackoverflow.com/questions/4638988/how-can-we-compute-n-choose-k-modulus-a-prime-number-without-overflow

M and then multiply the nominator by the denominator's modular multiplicative inverse in M . Since M is prime you can use Fermat's..

Flags to enable thorough and verbose g++ warnings

http://stackoverflow.com/questions/5088460/flags-to-enable-thorough-and-verbose-g-warnings

that triggers this warning could benefit from being more modular regardless so although the code is not technically wrong probably..