Название | : | 0/1 Knapsack Problem Dynamic Programming |
Продолжительность | : | 15.50 |
Дата публикации | : | |
Просмотров | : | 1,8 jt |
|
Thanks Comment from : @KuldeepKumar-jc3mg |
|
first video that made me understand the knapsack problem and the code!!! thank you! Comment from : @biancasbookishadventures |
|
whats this going steps back in the above row, do we have any logic for this? Comment from : @ayushsomani6192 |
|
thank you random indian person behind my screen for teaching me how to solve this quite magic riddle Comment from : @onboho8896 |
|
hey peter parker Comment from : @tejasdashpute1787 |
|
this video finally ended my hunt to find a video which explains me knapsack perfectly Comment from : @emadshoaib7846 |
|
English k chodu hindi bolne me saram aati h kya Comment from : @Prashant_Rawat01 |
|
Nicee video man Comment from : @hardiksonawane165 |
|
I swear I feel like these guys don't know what they are explaining brThey just try to regurgitate the solution not knowing what it means Comment from : @r3boxx |
|
this guy is so bad ,give me my 15 min back Comment from : @arjunkabule5707 |
|
Very nais content Comment from : @andreidoroftei2532 |
|
Gautam Gambhir, bhaisaab, ye kis line me aa gaye aap Comment from : @yogeshberia |
|
best untav Comment from : @vishalvaitla8658 |
|
Bhai kya aap Hindi me bhi video bana sakte ho Comment from : @techmunda7109 |
|
thanks 🎉 Comment from : @josepaulofernandes4052 |
|
I think you are making it unnecessarily complicated at 6:17 You said that we go back 3 steps back for some reason, but this isnt necessary because all you need to say is: "since our max weight at 5, we are only looking at the item 1 and 2, the max value is 5" Comment from : @acornfedsimpleton5914 |
|
Jabran me fluency mat la Comment from : @bhupendraprajapat4262 |
|
Hindi bol bhai Comment from : @bhupendraprajapat4262 |
|
Explained quite well! Comment from : @niyatikhandelwal7017 |
|
Thank you for this clear explanation! Comment from : @Catt0 |
|
Gautam bhai tussi great hoooo 🙌 Comment from : @techeasy602 |
|
Let's get quick at everything Comment from : @iamshishir24 |
|
Thank you so much for you videos, they are super helpful! Which textbook are you using to learn this content? Comment from : @jaredtweed7826 |
|
Arigato Comment from : @shubhamsukum |
|
confused!!! Comment from : @brucemlambo4158 |
|
This is the THIRD video I've watched on the Knapsack problem and the ONLY one that helped me understand it Thank you so much for sharing this! Comment from : @gretacwink8659 |
|
he reminds me of an Indian Ray William Johnson Comment from : @Syneptic |
|
legend Comment from : @webbly8840 |
|
you are amzing!!! i finally understand knapsack with your videos Comment from : @huatu6859 |
|
nice explanation Comment from : @NirajKumar-od9ex |
|
Thanks Tushar this video was very helpful Comment from : @opencortex |
|
Do we need to consider a case when total items are 0 and we still have 0 or more amount of weight left? Comment from : @mortysmith697 |
|
Superb 💥💥 Comment from : @arpitac9481 |
|
Best explanation yet, nice job my man Comment from : @rbt-0007 |
|
Really good explanation If you had included the formula in the beginning, it would have been more easier to follow Comment from : @sumedhaj9017 |
|
very well and fast explained! Thank you Comment from : @CMGBgamerz |
|
Tushar Sir🙏🙏🙏🙏🙏🙏🙏🙏brThanks a lott🙇♂🙇♂🙇♂🙇♂ Comment from : @harshpanwar1550 |
|
I highly recommend not to study dp form this guy he directly jump to tabulation Comment from : @mkhussain3099 |
|
15:32 Comment from : @aileenrmaglalang8017 |
|
Your videos are really really good But in order to go with your pace ,one needs to have some knowledge of each problem that you discussed Comment from : @souvikadhikary8990 |
|
Good tutorial my friend Comment from : @olliglorioso9348 |
|
u r doing the God's job thank you :D Comment from : @harpercfc_ |
|
How to solve if total weight is 50 ? Comment from : @coder_us_ |
|
do we have to sort the input in increasing order of weights? will this table approach work for unsorted weights as inputs ? Comment from : @xyzxyzspoon |
|
Great explanation of the 01 Knapsack dynamic programming algorithm Super clear Comment from : @krystofwoldrich |
|
Learned a lot from this video Many thanks! 💯 Comment from : @letienat1604 |
|
सर आपके बोलने का तरीका ठीक कीजिए, समझने में बहुत दिक्कत हो रही है!!! ☹ Comment from : @Pamir026 |
|
Thank you so much! You saved me Comment from : @monhern2 |
|
Finally someone from India who speaks English Comment from : @kingofyoutube9318 |
|
can you explain the same problem in top down Comment from : @koteshmeesala1630 |
|
I think first the recursion tree should be drawn and the problem should be solved in a top down approach I would suggest going over the inside code tutorials on Udemy This seems like memorizing how to fill the cells Comment from : @adityadeore4649 |
|
respect Comment from : @wissembettaieb2763 |
|
For your code to work (that you explained toward the end of the video), you will need the very first row of the table filled with zeros (0) Comment from : @asayfuddin |
|
Great explanation Comment from : @adilhajiyev4606 |
|
thank you sir Comment from : @daddlplays4060 |
|
Thank you!! Comment from : @Gravityys |
|
Thank you! Comment from : @Woynert |
|
Still helpul in 2021🔥 Comment from : @vaibhavsudan7384 |
|
Thanks, Tushar, this is a lifesaver, what about a knapsack with repetition Comment from : @odumosupeter8563 |
|
Hi Tushar, your videos are very helpful Thank you for making them Today I found out that you are also my senior from college I don't remember connecting with you in college though, maybe coz we were in different branches I am from MNNIT 2007 batch P&IE stream Maybe some day we will connect in person Comment from : @MrRud123 |
|
Am I the only one who thinks that DSA problem explanation without coding solution is just like teaching mathematics orally , i mean you understand everything but as soon as you try to solve it you cant solve anything Comment from : @vaibhavasrivastava3957 |
|
Concise and excellent execution 👏 Comment from : @KantipurSoft |
|
is this unbounded knapsack concept?? Comment from : @somenchowdary6300 |
|
oh no, I can't believe I understood it! Comment from : @chenmucls |
|
Super explanation! Thank you Comment from : @RaghavaIndra |
|
Best explanation I've seen Great work! Comment from : @LLiiaamm_ |
|
So dumb🤣🤣 Comment from : @gamerhu7462 |
|
please give me answer of this question I have wasted lot of time Find the minimum no of elements from array which gives sum exactly equals to the W, ( conditions: elements cannot be repeated only print count) Comment from : @aniketkhandave2401 |
|
This is the one and only explanation understands me the KNAPSACK My fav algorithmer Thx :-) Comment from : @prepella3 |
|
A starting solution would be here youtube/ga5mHvWIS38 Comment from : @christofrank4862 |
|
excellent in a word thank you so much sir Comment from : @sonercan4417 |
|
I thought dp is too hard for me now he has changed my thoughts Comment from : @devrajgoswami4357 |
|
wow Comment from : @CHAN-xn9eq |
|
i still dont understand how to code it :( Comment from : @ishaankulkarni49 |
|
god bless you Comment from : @sonofgod00 |
|
Superb! Much better than my Algorithm teacher in Uni, thank you very much! Comment from : @cesarteddybear997 |
|
thank you so much clear visualisation :) Comment from : @anushkachakraborty8635 |
|
I have finals tomorrow and this video saved me! Comment from : @shreyasvedantam2340 |
|
wtf Not gonna say why are we using DP? worst explanation destroyed the gist of the problem Comment from : @ritikgarg1398 |
|
the only video with rqd proper explanation for this problem Comment from : @sargamagarwal4544 |
|
Nice, thanks alot! Comment from : @blastoice9281 |
|
thansk you verry much, i from viet nam Comment from : @huynguyenquang1993 |
|
thotal weat Comment from : @underdog5255 |
|
Thank you, Could you please fix your board the crackle sounds are distracting x) Comment from : @ahmadalk2540 |
|
superb Comment from : @algosimple7603 |
|
How do I go with big numbers? let's say my weights and values are {1543: 320, 2000: 400, 3250: 600}, I won't be filling so much memory with empty cells Comment from : @daniezzeddine1106 |
|
This is the best explanation of 0/1 knapsack problem!!!! Comment from : @dipanjanpramanik1916 |
|
Excellent, cleared up my misconception about picking individual higher weight items from a set of items to get closest to target value Comment from : @MaxGuides |
|
I spent 2 whole days trying to understand 0-1 knapsack problem until I stumbled upon this video This video explains more than just arriving on a mathematical equation Many thanks for making this video Comment from : @TheDeepsz |
|
I still have no idea what this means Comment from : @MinecraftJesusGaming |
|
You just saved me from my algorithms class! Comment from : @sakirabbit900 |
|
Great work Tushar, you're a good teacher! Comment from : @thebesthackerofficielchann343 |
|
Thank you so much for this video - helped me finally understand this recursive algorithm properly! Comment from : @linusmoser1206 |
|
Thanks for sharing I finally understood Comment from : @alpikachu9479 |
![]() |
Knapsack Problem using Dynamic Programming Part I | Dynamic Programming | Lec 65 | DAA РѕС‚ : CSE Guru Download Full Episodes | The Most Watched videos of all time |
![]() |
dynamic amoled 2x | dynamic amoled 2x vs dynamic amoled | dynamic amoled 2x 120hz hdr10+ РѕС‚ : Tech Duggar Download Full Episodes | The Most Watched videos of all time |
![]() |
0/1 Knapsack problem | Dynamic Programming РѕС‚ : WilliamFiset Download Full Episodes | The Most Watched videos of all time |
![]() |
0-1 Knapsack Problem (Dynamic Programming) РѕС‚ : CS Dojo Download Full Episodes | The Most Watched videos of all time |
![]() |
0-1 Knapsack Problem - Dynamic Programming РѕС‚ : CSBreakdown Download Full Episodes | The Most Watched videos of all time |
![]() |
0/1 Knapsack Problem Using Dynamic Programming - Tutorial u0026 Source Code РѕС‚ : Stable Sort Download Full Episodes | The Most Watched videos of all time |
![]() |
0/1 knapsack problem | example| dynamic programming РѕС‚ : Education 4u Download Full Episodes | The Most Watched videos of all time |
![]() |
Dynamic Programming | Set 10 (0-1 Knapsack Problem) | GeeksforGeeks РѕС‚ : GeeksforGeeks Download Full Episodes | The Most Watched videos of all time |
![]() |
4.5.1 0/1 Knapsack Problem (Program) - Dynamic Programming РѕС‚ : Abdul Bari Download Full Episodes | The Most Watched videos of all time |
![]() |
0/1 Knapsack Problem easy explanation using Dynamic Programming. | Study Algorithms РѕС‚ : Nikhil Lohia Download Full Episodes | The Most Watched videos of all time |