2.31 | Distributive Lattice in Discrete Mathematics in HINDI | Properties of Distributive

[@AryanSingh2512.]

There is no scope of improvement. You are perfect. Understanding lattice was dream for me during my 3rd sem. You made it come true.

[@AnkitKumar-cr3qs]

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[@ShivendraPratapSingh-x7u]

Bhai abhi kaha ho aap??

[@RekhaSharma-xz2xw]

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[@devendramishra5872]

one of the best video on this topic , even after 4 years , no one can beat you on teaching

[@KNOWLEDGEGATE_kg]

Thanks a lot for your generous words😊Keep learning & supporting ! Do visit our website www.knowledgegate.in for more amazing courses & contents 👍😊

[@ms.shivanithakur2841]

well said

[@souravkumar-ue8uj]

your videos are truly awesome ! one suggestion : please make it available in English also , so that people around the world could understand it by using the subtitles because the concept is really amazing . Thankx for making the videos.

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[@sayanmukherjee8563]

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[@aryanrathore1790]

I am amazed,I never thought you will have short -trick even for distributive lattice!! Thank You so much sir,may you soon have millions of subscribers.

[@akankshasharma1398]

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[@chiragswarnkar176]

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Awaome Sir..!! i didnt even needed to make the notes of it. it just got stuck in my mind for ever.

[@toshityagi2018]

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[@chiragarora7364]

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[@subhammishra3433]

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[@NishantKumar-ir2cn]

another great lecture.. God bless you and your family for your pious effort

[@purnima53]

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Thanks a lot dear Poonam..All the very best for your exam👍🏻👍🏻 Keep learning and supporting !! Do visit our website www.knowledgegate.in for more courses & contents !!

[@prashantpanwar2504]

I had 100 of doubts but know i haven't after this.......thanks ...sir u r amazing 😘😘

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[@sakshamdubey8431]

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[@ankitamishra7742]

thanks sir, Now my concept about lattice is clear.

[@priyanshu0122]

Once again. Sir its aWSM.. Keep up the good work. 👍👍👍👍

[@nandkishorenangre8244]

providing quality videos for free ...... needs big heart

[@akib_zaved7169]

crystal clear Thank u sir for explain in excellent way!! 😇

[@KNOWLEDGEGATE_kg]

You're most welcome dear Akib, keep learning & supporting ! Do visit our website www.knowledgegate.in for more courses & contents !

[@vipingautam1257]

brilliant...its amazing...sanchit sir pura lattic mind me chap gya :) thanks to you..

[@tanudhanvik9958]

sir....thanks for help us, ye topic muje bhut tough lgta ta pr ab ni lgta....all because of you sir.think you so much sir

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[@bhupendraprajapat4262]

ISR VERY COMPLEX TOPIC IS TURNED INTO VERY EASY ONE4 WITH

[@KNOWLEDGEGATE_kg]

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[@satvikshukla596]

Lectures are perfect already sir

[@AbhishekSharma-rj1ki]

Sir mza agya ❤❤❤

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Glad to hear that @Abhishek❤ keep learning & supporting! Do visit our website www.knowledgegate.in for more amazing videos & contents👍

[@DeepakKumar-sc1nk]

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Amazing shortcut method

[@oliviyadas]

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[@Ankit-we8ym]

truly awesome you are the best

[@Deep8991]

Very nice dear sir ......please carry on.

[@rashisharma4317]

thanks a lot sir your lectures are very helpful

[@abhisheksharma1788]

Having at most one complement is necessary but not sufficient condition for being distributive.

[@PraveenKumar-lk9ep]

mind blowing explaination 👌

[@TravellingInsaan]

Thank you so much sir . You explained it very well and i'm thankful to you😊

[@OmitA25]

Thank u sir ........will u plz upload videos on relational algebra on DBMS after discrete mathematics

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[@ritesh890]

Thank You Sir ❤️

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You're most welcome dear Ritesh, keep learning & supporting !! Do visit our website www.knowledgegate.in for more courses & contents !!

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You are best in the world

[@TheLeanProgrammer]

Sir, please do make lectures on Mivroprocessors and Interfacing.

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excellent work,but sir please add some more gate question also

[@saptarshichakraborty4381]

Concept cleared sir !!

[@rajeevkumargiri6900]

Excellent Sir

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Many thanks dear Rajeev, keep learning & supporting !! Do visit our website www.knowledgegate.in for more courses & contents !!

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[@gurjarkavach7610]

Superb video sir

[@talkwithshiva8941]

bahut badia guru ji

[@vj8167]

Great sir ! Have you uploaded any video on lattice isomorphism sir ?

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[@razeenaafreen4711]

Nice explanation, 👍

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[@PuruGupta-zg2zs]

conclusion is ki agar aapke lattice mai kisi bhi element ke ek se jyaade compliment hai tu wo distributed nhi hai OR agar atmost 1 compliment hai tu distributed hai

[@Hemarjhela]

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U have to cover full chapter in one vedio, btw vedio is good

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Awsm teaching techniques

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this cannot get better !

[@shivanisinha9226]

Amazing lecture sir But sir ur marker is very light

[@manishkumarmahato2481]

Awesome 👍

[@raziaali663]

Thanq so much sir😊

[@Ankit-we8ym]

sir jaise ki aap ne kha ki agar ek se jyada complements exist krte h kisi element ke to wo distributive lattice nhi hoga ,lekin agar sabhi ke atmost 1 hi complement ho to kya wo lattice confirm distributive hoga? ye sirf neccesary h ya sufficient bhi

[@anshgyl]

Agar uske saare elements ke 0 ya 1 compliments honge toh woh definitely distributive lattice hoga, yeh necessary condition hai.

[@Ankit-we8ym]

OK thanks

[@Kareenabalwanii]

So easy trick sir esa to humare clg ke professor b nhi padhate😑

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[@ankitvishwakarma1125]

Awesome sir

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[@priyanshu0122]

Awsm sir. Simply awsm

[@akanshachoudhary3906]

Sir modular lattice also explain

[@satyamsingh_47]

Sir but "A lattice is distributive if every element in lattice has atmost 1 complement" is not right. Only converse of this statement is true. I have seen a counter example on stackoverflow. Please confirm if statement is really true.

[@sandeepupadhyay9540]

good explanation

[@rumaisaaslam3707]

Too good, thank you so much.

[@akhilesh_14_]

In fig.3 a has two complement a v b = f , a A b = c and a v e = f , a A e = c

[@sandhyatomar9490]

My Collection of liked videos is full with ur videos only

[@gouravsinghthakur3492]

*********#####**#Great** content but please improve video quality. And another suggestion make videos in English so that around d globe######***** everyone can underatand

[@RohanGhule29]

Thank you sir 😇

[@KNOWLEDGEGATE_kg]

You're welcome, Rohan. Keep learning, supporting & stay connected for more upcoming content👍

[@kaliakon3756]

Shandaar sir

[@yashsharma-td6ii]

Sir, In the final question of your video. How did you proved that the lattice is distributive because we were getting multiple complements for the given elements in that lattice?. I am just having doubt in that part....

[@akhilesh_14_]

same bro

[@IrfanAhmad-vk2cn]

Sir, In 3rd example 'b' has 2 complmnts . 'd' & 'f' ...so how can it be distributive lattice...plz crct me if I'm wrong

[@mehrauliaVlogs]

I think meet of d and f will be d... Which is not lower bound, correct me if i am wrong

[@Pooja-ki9om]

Plz tell me about product of two lattice is a lattice

[@SomneelMaity]

thank u sir very nice video

[@shanaara-n9p]

you are great sir..

[@narottamworld5528]

Nice sir....plz keep it up

[@deep0218]

Sir ,if D4={1,2,4} and D6={1,2,3,6} are two lattices ,then D4×D6 product hasse diagram kya hogi.....

[@bikashbaruah2911]

superb

[@SatyamRaikwar262238]

Plz improve video quality more..Rest ur Awesom Sir ..Thankyou

[@mayurchudasma111]

Sir modular lattice par video banao na

[@vivekJaiswal-il7if]

Great concept sir thnks

[@Avinashkumar-wu3qs]

great...

[@धर्मसनातनराष्ट्रभारतवर्ष]

It was good

[@narendraparmar1631]

Thanks sir ji😆