Название | : | Towers of Hanoi: A Complete Recursive Visualization |
Продолжительность | : | 21.13 |
Дата публикации | : | |
Просмотров | : | 352 rb |
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VISUALIZATION WISE, This shit is easy, implementing this shit into code, it's a whole fucking different story Comment from : Ichirou Takashima |
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Your work brought a lot of insights into solving recursive tasks, thanks! Comment from : Mariia Tverdokhlib |
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The concept came from tower of bramha in hindu temple in india and it has 64 golden discs😭 imagine solving that one Comment from : Anand Suralkar |
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finallyyyyyyy Comment from : Saad Rao |
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This is the best video visualization of any CS concept i have erver seen Keep it up Comment from : kedar deshmukh |
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Thank you so much Comment from : dtgiabao99 |
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spent 2 hours last year trying to understand towers of hanoi without any context (just by lloking at code) finally gave up and now, after you explained the recursive approach I coded it in python in 10 minutes just shows what a huge difference a systematic approach can make your video helped me immensely thank you Comment from : Abhirup Bhattacharyya |
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I can only explain this as black magic Comment from : SalmanU |
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Beautiful Comment from : Karnophile duh |
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If your brain is blown away, how are you still alive !? Comment from : ALOK THOTTAKATHU PRASANNAKUMAR |
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Great explanation, cleared the confusion to a great extent Thanks Comment from : Kavita Sharma |
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thanks for this! Comment from : PankyFPS |
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Still don't understand why this works? What is basis for the assumption that solving for N-1 will solve for N? Comment from : D K |
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Using this logic to make an entity pathing algorithm Comment from : LionDove Learning |
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7 moves was the minimum I could do it Comment from : Ncedo Languza |
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Hanoi is not hard, dafuq are you on about 😃😃 Comment from : SwordQuake |
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amazing Comment from : Time Craft |
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More like induction Comment from : Luckmore Ndlovu |
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,l👍 Comment from : Aditya Yadav |
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Thank you so much I was using n,A,B,C initially which was bit difficult but after watching your video it make more sense nowbrie n, source, temp, dest as n, A,B,C Comment from : algorithms |
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Greatest video ever on towers of hanoi problem Even though I have tried to understand this problem number of time I finally understood it here Because I was trying to name the discs as well but now I realised it isn't necessary since we'll always be moving top disc on a certain rod Absolutely amazing way of explaining!! Keep it up!!🎉 Comment from : Sam Godse |
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What an insane work you did here It's awesome Thank you so much! Comment from : Dan |
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5:30 was the moment of epiphany for me, thanks Comment from : Qyuu |
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Madam Faruzan brings me here Comment from : Pham Cy |
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Thank you so much for this No one has explained recursion as well as you did I had a similar problem to this in one of my assignments: Find recursive function to solve a tower of hanoi for n discs if you want to move them from 1st peg to 3rd peg and you can only move discs to an adjacent peg I was overwhelmed when I tried it on my own the first time but after watching your video I was able to figure out the solution for this modified version of the problem Keep up the great work Comment from : David Ruiz |
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Vrains? Comment from : Hyoroemon gaming |
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Thank you so much This is by far the best explanation on youtube for this problem Thoroughly understood the logic because of the amazing animation Comment from : Surabhi Gupta |
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It's not that hard Comment from : Priyanshu SR |
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This was a GREAT explanation Thank you so much! Comment from : SGanguly |
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what is the name of the track in 19:01 it takes away my soul damn good ! Comment from : The Anandharajan |
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Honestly great job dude brYou have much respect from mebrI havent seen anyone having such a great ability making something so complex , look so easy Comment from : Κωνσταντινος Χατζηιωακειμ |
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Awesome ! Great Explanation Comment from : Siva G |
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This is the video that explains the problem the best so far Comment from : 눈에눈이들어가니눈물인가눈물인가 |
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the recursive leap of faith it's just mathematic induction Comment from : Geovanny Camargo |
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If you wanna make the problem harder, impose another rule: you are only allowed to move the disk to a rod that is immediately adjacent, like moving a king one space at a time in chess Comment from : Micah Mock |
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Simply no words to praise this person! I often feel lazy for leaving comments on youtube videos, but this time I must Kindly make a playlist for explaining the theory of all the data structures and algorithms Comment from : MUHAMMADASAD SHAHAB |
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Woooow, this is mind blowing I'll try to understand this again Thanks for making it visual, I can undertake something Comment from : Alex Matthew |
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Best explanation ! I tried understanding this problem before but gave up, thankfully I found this video Comment from : Ayan |
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I don't know why this is such an easy puzzle for me but it's hard to put into words It's just the same pattern again and again Comment from : Weight Elk |
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12:24brThis example is so good, The ONLY way to make it better is to have setting up the dominoes from right to left represent something, Change my mind Comment from : AJOutlaster |
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best explanation available on internet Comment from : Rashid Yaseen |
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This was super effective and the example at 16:12 made it that much more understandable If there's anything I could add, it would be that something like a pointer that was cycling through the line of code that was taking place for the recursive function would have tied everything together Great job nevertheless Comment from : Jo A |
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woooooooooooooooooooooooooooooooooowww!!brthis was wonderful!brthe only explanation of this problem that made sensebri tried searching all over and failed to get a good explanation of the problem and underlying concepts and this video covers all of itbrGrant Sanderson would be proud :) Comment from : Rajat Rathi |
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This, indeed, blew my mind! Thank you so much! This was very interesting and educational to me! Comment from : Tasty Pie |
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it's a awesome video, explain this complicated problem easily and help to solve other problems Comment from : NYBlueBlueSky |
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Such a beautifully visualised video that I was able to code it within minutes of seeing it Thank you so much Comment from : Vinwizard |
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can u make me your student cause i really loved the explanation that u just gave Comment from : ellis |
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i thought you can only move one disk at a time? Comment from : Theo Vasilopoulos |
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Beautiful! Comment from : Stardust |
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Amazing Comment from : Andrew Kipsang |
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Ok, so how to input this in java? Pls help huhu Comment from : Green Black |
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If it doesn't blow your mind do you even have soul 🤣 well done यार मज़ा आ गया brThank you so much for this explanation Comment from : Harsh Kumar |
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I feel so stupid Comment from : MonkMode |
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12:30 Comment from : Muskan Purohit |
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Thanks a lot for the great explanation ! Comment from : Raghavendra K |
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Demnnn , appreciate it!!, Get to see all the visualisation of disks nd rods, that how the recursion actually works here Comment from : Rishabh Ale |
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The non recursive solution is much easier Comment from : ben mansour mahdi |
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best video literally background music soothes my mind Comment from : Ratik Goyal |
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Mind-blowing Comment from : VR _ |
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The concept of recursive function is powerful and is a good step in problem solving However, practically, recursion is a waste of memory and cpu because of these multiple nested function calls The step forward is to replace recursion by a loop with a termination condition and a stack in order to store and process parameters like n, start, endbrIndeed, compilers treat recursive function calls by managing a stack Comment from : Wolf 424 |
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I'm too stupid for this ☹️ Comment from : Riyan |
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if there is oscar for teaching it should go to this video,great explaination Comment from : SCOUT OP |
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wooah! Comment from : autobot realm |
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I got it now, thanks to your animation Comment from : Shirish Bhadekar |
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Best explanation to leap of faith concept in recursion hands down (time trac: 11:00) Absolutely amazig Subscribed Comment from : Sheraz Khan |
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Gives me 3b1b vibes and I like it Comment from : William Wang |
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Best! Comment from : Arindam |
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Excellent explanation 🔥🔥🔥 Comment from : Lovish arora |
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by the way i loved the background music It really helps me focus on the concept Comment from : BubbleSort |
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the best videos that i have ever watched that explains Towers of Hanoi I love this channel Keep up the good work I can't wait watching this kind of vids Comment from : BubbleSort |
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This one is Hanoi-ingly simple when you know how Comment from : Loz D |
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Nobody could have explained it bettergeniusThe dominos concept is gold! Comment from : SOURAV SHARMA |
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14:35 "We can assume this call works, so we can use it as a part of our solution": At this moment something clicked in my head, I quit the video and few moments later I had a program that solves the problem Comment from : Juhana Kaarlehto |
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2:03 "And honestly" sounds like 3B1B lol Comment from : Jar Juice Machine |
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Should do it with multiple rods/pegs Comment from : Kenneth Dang |
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Hey i really like ur content !! Do you brecommend/b any other channels that discuss god level topics like u xd (channel that helped you in learning CS ) b?/b Thanks in advance :D Comment from : Mohamed Aziz Ennour |
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a great man Comment from : mohista sal |
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what is pm(start, end)? what does it do? Comment from : Martin Martinčić |
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HaNoi is the capital of VietNam Comment from : Cường Huỳnh |
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Loved it Thanks Comment from : Hey_Adi |
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Amazing!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!! I have been trying to solve this problem for a while now and I was so confused with other solutions on the internet (the code of the solutions) but yours is extremely intuitive and elegant I am very new to recursion and you made this so understandable THANKS! I hope you continue making such videos because you really really help the community! Comment from : Nikos Rouskas |
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Is this hard for people? I figured it out immediately, just checked the video to prove I solved it in my head correctly and the comments are depressing to my outlook on general peoples intelligence Guess I have no soul Comment from : Sebastien Pelletier |
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Thanks 👍🏼 Comment from : Tabrez khan |
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