Introduction to Backtracking || Backtracking Algorithm || DAA

introduction to backtracking algorithm || introduction to backtracking - branch and bound || introduction to backtracking using n-queens problem || introduction to backtracking || backtracking algorithm || backtracking algorithm playlist || backtracking in daa || what is backtracking || backtracking algorithm in hindi || applications of backtracking

Backtracking is a systematic method of trying out different decision sequences until a viable solution is found. It is useful for solving constraints-satisfying problems like puzzles or scheduling issues. Backtracking algorithms follow a depth-first search (DFS) pattern, extending partial solutions step by step and retracting if they lead to a constraint violation or dead end. It also eliminates multiple options with a single test, significantly reducing search space. Backtracking is used in various fields like puzzle solving, machine learning algorithms, and optimization problems. The algorithm can be structured as choose, constraint, goal check, continue or backtrack.

Contact Details (You can follow me at)
...................................................................................................................
...................................................................................................................
📚 Subject Wise Playlist 📚

[prachifrombasti]

after searching a lot of videos on DAA, finally i got your channel.... You are great sir

[iphoneboy]

Very fantastic Teaching style. i had taken DSA in java course from Coding ninjas But i didnot understand Backtracking from there,

[shivamclasses]

I understood this in a very simple way sir thank u sir.

[ashwanimishra]

Thank u so much sir 🙏🙏🥺🥺 ur lecture makes the subject vry vry easy to us .... concept behind the subject we can understand vry well from the video lectures thanks you sir again and again 🙏🙏🙏🙏

[vaishalibansal]

State space tree ki time complexity kya hai ??

[JustOne]

Video khatam hone k just pahle screen se hat jaya karo taaki screenshot le sake

[rrajouria]

if we know already that we have to move to find as 1 2 3 then why should i start with 3, why not start with 1 ?? we can explain backtrack in other way too.