Sage-Tips

What is the use of geeks for geeks?

GeeksforGeeks is a platform for people who are searching for useful articles dedicated to programming languages. This website includes well-explained, well-thought-out, and well-written computer science and programming articles.

How do I submit a code on GeeksForGeeks?

Guidelines for adding C/C++/Java/Python code to existing articles of GeeksforGeeks

1. Click on the Add Another Language button and further select the language to be added from the drop-down list provided.
2. Use the Arrow Keys to change the sequence of the codes.
3. To Format your code, use the Format button provided.

What does accuracy mean in GeeksforGeeks?

Classification accuracy is the accuracy we generally mean, Whenever we use the term accuracy. We calculate this by calculating the ratio of correct predictions by a total number of input Samples. For example, we have 90\% sample of class A and 10\% sample of class B in our training set.

How do I get my GeeksforGeeks profile link?

In order to get the URL we have to do the following :

1. Identify the user ID or the screen name of the profile.
2. Get the User object of the profile using the get_user() method with the user ID or the screen name.
3. From this object, fetch the url attribute present in it.

How to correct mistakes in a Python document?

If you are using Python 2, you’ll need to install 3to2 beforehand: Java v6.0 or higher. The language_check specifies the mistakes along with Rule Id, Message, Suggestion, and line number in the document. Also using this we can directly correct the mistakes in the file only.

Who is the founder of Geeks for geeks?

Founder of geeks for geeks: Sandeep Jain, he has worked with DE Shaw and Co. as a software developer and JIIT Noida as an assistant professor. Co-Founder: Gautam Gupta, He firmly believes that programming skill (in today’s world) is as essential as reading/writing. Other team members are : Harvinder…

How to prove the correctness of greedy algorithms?

Although there are several mathematical strategies available to proof the correctness of Greedy Algorithms, we will try to proof it intuitively and use method of contradiction. Greedy Algorithm usually involves a sequence of choices.Greedy algorithms can’t backtrack,hence once they make a choice, they’re committed to it.