Distributive Lattice

[@sandeepmukherjee8927]

Homework problem 10:37
a distributive lattice

[@rajeshprajapati6662]

Answer to H.W. 10:37
GE = f and LE = a. So, Comp(f) = a and Comp(a) = f then
Comp(e) = b and Comp(b) = e
Comp(c) = Phi and Comp(d) = Phi
Every Element in Lattice has atmost one complement. Therefore, given hasse diagram is Distributive Lattice.

[@deshbandhurajput1213]

After reading any subject taught by NESO ACADEMY it seems interesting .Sir, please continue the series. Thank You sir

[@candyplotter8250]

Yes sir pls start

[@muhammadkhawarizminazimudd7283]

This is great! Thank you.

[@Useryoutubeg]

Thank you for your lovely teaching 💞💞😌💞

[@samarthtandale9121]

Yes, it is a distributive lattice!
Thank You So much for such quality content indeed !!!

[@nasratt]

never thought relations can become this long 😱

[@spaceembassy365]

Now I am Crystal clear in lattices

[@jalajr]

Thank You very much for the series.

[@AryanSingh-eq2jv]

home work problem:
b is a complement of e, there are no other complements. hence its atmost 1 for every element. therefore it is a distributive lattice

[@ARIFHUSSAIN-id1oe]

GLB of b &e is c not a that's why e is not the complement of b

[@kumartatikonda2220]

Yes 👍

[@kumartatikonda2220]

​@@ARIFHUSSAIN-id1oeno c is not glb of (e,b) it is a 🎉

[@prajjalmukherjee1695]

gREAT!!! ALL MY DOUBTS REGARDING THIS HAS BEEN CLEARED NOW!!

[@directionerfor18monthsandmore]

Thanks a lot for this!

[@Akash-rs2yp]

Note: The shortcut method only works if the lattice is bounded because then only the concept of a complement applies. If the lattice is not bounded, we have to use the definition to check.

[@samuelannapureddy8640]

Please continue the subject, i was stuck at functions and there is no topic of functions in this series

[@daneshwaripatil2466]

Please give information about sub-lattices, dual of a POSET sir..

[@divyanshusingh9582]

Nice Explaination Sir Please continue sir

[@stephenliao63]

How can the statement at 5:30 correct?
R=
{(a,b),(a,c),(a,d),(b,e),(c,e),(d,e),
(b,f),(d,g),(f,h),(g,i),(e,h),(e,i),(h,j),(i,j)}
t(r(R)) is a lattice with every element having at most 1 complement, but is not distributive by having a sub lattice isomorphic to M3
M3 is the first non-distributive example in this video

[@trusttheprocess4775]

Sir, wonderful lecture as usual. I request you to please complete this topic and start with graph and group theory.
Thank you sir.

[@amanmotghare7196]

b has only one complement ie. e
the lattice is transitive

[@mohdsameer1788]

Sir please upload whole series of data structure early

[@shivanikj3047]

Please upload the further videos of this playlist

[@deepakmoghariya]

PLS COVER Propositional and first order logic. Sets, relations, functions, partial orders and lattices. Groups. Graphs: connectivity, matching, coloring. Combinatorics: counting, recurrence relations, generating functions. ALL THESE TOPICS

[@trusttheprocess4775]

sets, relations, functions, partial orders and lattices are already covered, check the playlist for discrete maths.

[@love_shorts_0007]

Sir please continue the series....

[@sandeepmukherjee8927]

sir pls make videos on graph theory and group theory as soon as possible. it's a request

[@dhirajkumarverma8288]

Thank u sir for this wonderful explanation of Discrete Mathematics.

[@mediwise2474]

Os this series full for discrete mathematics

[@jatingorana4148]

well explained!!

[@dragongaming3480]

10:37 yes

[@dhirajkumarverma8288]

In home work question, it is a distributive lattice.

[@felix1211]

there are no complements right? ... so it is a distributive lattice >
?

[@ghxst-tr2ku]

Solution to the homework problem is a distributive lattice as its no different from the one you've shown.

[@k_nito7954]

[@gopichanduamaraneni8958]

b is the complement of e only this exist so it is an distributive lattice

[@shivanikj3047]

Thank you 😃

[@Anirudh_Srinivasan]

Homework Problem. It is a distributive lattice.

[@divyamgupta4966]

Just wanna say - " I dont have a doubt about this" 👍😂

[@pawanmali6447]

thanks

[@Vishal-vz3er]

in the last queation b is the complement of c and e ,so this lattice is not distributive

[@SikhaPatel-nt4lp]

Thank

[@nitin7210]

Sir agr b or c me nikalege LUB,GLB TO SAME HI AAYGA FIR KESE KAREGE .? PLEASE SIR TAIL ME

[@vijayalaxmikothiwale3200]

Every element should have at most one complement means complement may be zero or 1. M i right?

[@vijayalaxmikothiwale3200]

As there are no complement for c and d in last example, still it is a distributive lattice

[@harshwardhandeshmukh903]

Tysm

[@sahithbablu2323]

thanks a lot

[@nangkitabing5604]

Homework distributive lattice

[@misstopper1]

Homework Question:
Completement of b is f
Complement of b is e so it's not a distributive lattice !!!!!
Please Answer Sir, Is it correct ?

[@muskanchaurasia1532]

The GLB(b,f)=b and not a so b is not complement of f

[@myyoutube5237]

but why a is not GLB of f and b?​@@muskanchaurasia1532

[@sparshchaturvedi7029]

Yes it is a distributive lattice

[@FragranceHands]

An example of non distributive lattice

[@ShibashankarBarik-z3t]

yes this hasse digram is distributive lattice

[@nitin7210]

Nice voice

[@aashutoshagrawal5239]

great......

[@pawanmali6447]

your homework question ans is yes ,distributive

[@rishisingh846]

it is a distributive lattice

[@troopergaming9466]

It is distributive lattice

[@anshulmishra1069]

It is distributive lattice