Is there a stricter strtoull() in any ubiquitous C library?
I want a function that will interpret a string as a strictly unsigned integer, failing when the string overflows, represents a negative number, or does not represent a number.
How to fix legacy code that uses unsafely?
We’ve got a bunch of legacy code, written in straight C (some of which is K&R!), which for many, many years has been compiled using Visual C 6.0 (circa 1998) on an XP machine. We realize this is unsustainable, and we’re trying to move it to a modern compiler. Political issues have said that the most recent compiler allowed is VC++ 2005.
Is there a language-agnostic specification for “string natural sorting order”?
As I painfully try to find a good natural sorting algorithm written in JavaScript, I then stumble upon a bunch of different implementations, interesting blog posts, and answers on StackOverflow.
Is there a language-agnostic specification for “string natural sorting order”?
As I painfully try to find a good natural sorting algorithm written in JavaScript, I then stumble upon a bunch of different implementations, interesting blog posts, and answers on StackOverflow.
Is there a language-agnostic specification for “string natural sorting order”?
As I painfully try to find a good natural sorting algorithm written in JavaScript, I then stumble upon a bunch of different implementations, interesting blog posts, and answers on StackOverflow.
Is there a language-agnostic specification for “string natural sorting order”?
As I painfully try to find a good natural sorting algorithm written in JavaScript, I then stumble upon a bunch of different implementations, interesting blog posts, and answers on StackOverflow.
Understanding Boyer-Moore Algorithm
Edit: I’ve found the original publication. It seems to me that the original does not have a l′(i). But I could be wrong because the definition of rpr(i) is so obscure to me. I’m not sure how it makes use of it when rpr(i) is negative and what happens when no such reoccurrence is found.
Understanding Boyer-Moore Algorithm
Edit: I’ve found the original publication. It seems to me that the original does not have a l′(i). But I could be wrong because the definition of rpr(i) is so obscure to me. I’m not sure how it makes use of it when rpr(i) is negative and what happens when no such reoccurrence is found.
Understanding Boyer-Moore Algorithm
Edit: I’ve found the original publication. It seems to me that the original does not have a l′(i). But I could be wrong because the definition of rpr(i) is so obscure to me. I’m not sure how it makes use of it when rpr(i) is negative and what happens when no such reoccurrence is found.
Understanding Boyer-Moore Algorithm
Edit: I’ve found the original publication. It seems to me that the original does not have a l′(i). But I could be wrong because the definition of rpr(i) is so obscure to me. I’m not sure how it makes use of it when rpr(i) is negative and what happens when no such reoccurrence is found.