
Function for factorial in Python - Stack Overflow
Feb 27, 2011 · How do I go about computing a factorial of an integer in Python?
Python lambda function to calculate factorial of a number
Mar 14, 2013 · I have just started learning python. I came across lambda functions. On one of the problems, the author asked to write a one liner lambda function for factorial of a number. This …
python - recursive factorial function - Stack Overflow
How can I combine these two functions into one recursive function to have this result: factorial(6) 1! = 1 2! = 2 3! = 6 4! = 24 5! = 120 6! = 720 This is the current code for my factorial functi...
Factorial of a large number in python - Stack Overflow
May 2, 2013 · If you can, you should point to a link to "log factorial approximations", since they are the most relevant in your answer to the question of calculating the factorial of a large number.
Fast algorithms for computing the factorial - Stack Overflow
Apr 15, 2013 · Can anybody point me to more detailed descriptions of these (or other fast) algorithms for computing large exact factorials fast? Factorials with prime factorization …
Write factorial with while loop python - Stack Overflow
I am new and do not know a lot about Python. Does anybody know how you can write a factorial in a while loop? I can make it in an if / elif else statement: num = ... factorial = 1 if num < ...
factorial with for loop in python - Stack Overflow
factorial with for loop in python Asked 8 years, 2 months ago Modified 3 years, 11 months ago Viewed 8k times
algorithm - Python - Sum of the factorials - Stack Overflow
Python - Sum of the factorials Asked 10 years, 10 months ago Modified 7 years, 1 month ago Viewed 24k times
What is memoization and how can I use it in Python?
Jan 1, 2010 · I just started Python and I've got no idea what memoization is and how to use it. Also, may I have a simplified example?
Writing a Factorial function in one line in Python
Aug 10, 2018 · Here is my one-liner solution without importing anything. def factorial(n: int): return n * factorial(n - 1) if n > 1 else 1 It recurses until the input number is 1, where it finally returns …