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🔺Comparision of C++ and Posix Threads ✍️ B4b4k What is the difference between using the C++ std threads and POSIX threads? API: The API for C++ std threads and POSIX threads are different, with different function names and parameters. The C++ std thread…
One line down, more efficient: Tail Recursion

📌 B4b4k

Recursive functions are known for programmers, but it uses the call stack and has stack overflow risk. but simple change results in a big difference. this change is called "tail recursive". The tail recursion is that kind of recursion in which the recursive call is made at the end of the function.
Consider this formal recursion:

unsigned int fact(unsigned int n)
{
if (n <= 0)
return 1;
return n * fact(n - 1);
}

Can Change to the Tail-recursion version as follows:
unsigned int factTail(unsigned int n, unsigned int a)
{
if (n == 1)
return a;
return factTail(n - 1, n * a);
}
unsigned int fact(unsigned int n) { return factTail(n, 1); }

Note in this version there is no statement after the recursive call.
While computers execute recursive with the help of stacks By using tail recursive instead of formal or head recursive, compilers (such as GCC) can transform this to loop and eliminates stack overflow risk and decrease space complexity from O(n) to O(1).

#Tips #Algorithms #Cpp
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One line down, more efficient: Tail Recursion

📌 B4b4k

Recursive functions are known for programmers, but it uses the call stack and has stack overflow risk. but simple change results in a big difference. this change is called "tail recursive". The tail recursion is that kind of recursion in which the recursive call is made at the end of the function.
Consider this formal recursion:

unsigned int fact(unsigned int n)
{
if (n <= 0)
return 1;
return n * fact(n - 1);
}

Can Change to the Tail-recursion version as follows:
unsigned int factTail(unsigned int n, unsigned int a)
{
if (n == 1)
return a;
return factTail(n - 1, n * a);
}
unsigned int fact(unsigned int n) { return factTail(n, 1); }

Note in this version there is no statement after the recursive call.
While computers execute recursive with the help of stacks By using tail recursive instead of formal or head recursive, compilers (such as GCC) can transform this to loop and eliminates stack overflow risk and decrease space complexity from O(n) to O(1).

#Tips #Algorithms #Cpp
@embedded

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How To Find Channels On Telegram?

There are multiple ways you can search for Telegram channels. One of the methods is really logical and you should all know it by now. We’re talking about using Telegram’s native search option. Make sure to download Telegram from the official website or update it to the latest version, using this link. Once you’ve installed Telegram, you can simply open the app and use the search bar. Tap on the magnifier icon and search for a channel that might interest you (e.g. Marvel comics). Even though this is the easiest method for searching Telegram channels, it isn’t the best one. This method is limited because it shows you only a couple of results per search.

Mr. Durov launched Telegram in late 2013 with his brother, Nikolai, just months before he was pushed out of VK, the Russian social-media platform he founded. Mr. Durov pitched his new app—funded with the proceeds from the VK sale—less as a business than as a way for people to send messages while avoiding government surveillance and censorship.

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