Homework Problem 11:30 a complemented lattice as every element has a complement
@Akhilesh17292 жыл бұрын
In the homework question we can clearly see that it is a bounded lattice because the least element = a and greatest element = e. Now complement of b is c as well as d because LUB(b,c) = e and GLB(b,c) = a. And LUB(b,d) = e and GLB(b,d) = a. Similarly complement of d is b as well as c. And complement of c also exists. Complement of a is e and complement of e is a. We can see that complement of every element exist. Therefore it is a complemented lattice.
@bansarikikani33272 жыл бұрын
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@rajeshprajapati18512 жыл бұрын
Good Luck for 2022 Neso Team. Keep on making such interactive videos. Thanks for the amazing work.
@kartikforwork Жыл бұрын
bhai har jahag hai?
@rajeshprajapati6662 Жыл бұрын
Answer to H.W. 11:30 GE = e and LE = a so Bounded Lattice. Comp(GE) = LE and Comp(LE) = GE => Comp(a) = e and Comp(e) = a Also, Comp(b) = d then Comp(d) = b Also, Comp(c) = e So, Complement of every elements exists. Therefore, given Hasse Diagram is Complemented Lattice.
@hewadewageashan95922 жыл бұрын
Home work problem------->It is a complemented lattice because every element has a complement
@kirtirawat463410 ай бұрын
Whats about the least upper bound of a and b which is b hence it's not complimented laatice ??
@md_mohsin_115 ай бұрын
@@kirtirawat4634least UB(b,a) is c where both are meeting
@directionerfor18monthsandmore Жыл бұрын
Your videos really helped clear my concepts. Thank you.
@normanhenderson73002 жыл бұрын
You have explained the logic behind these relationship.
@pranavgor7278 Жыл бұрын
THANK YOU A LOT OF CAUSE TOMMORROW S MY EXAM AND YOUR VIDEO HAS CLEAR MY EVERY DOBUT THANKS A LOT SIR
@hirakhan8015 Жыл бұрын
Yes it is a bounded and complemented lattice 🫶
@marcfruchtman94732 жыл бұрын
Thanks for the video. It would be helpful to include why complemented lattices are useful in the video.
@HARSHANTHRAJA Жыл бұрын
9:40 goosebumps😮💨🥶
@sathviknandeesha2289 Жыл бұрын
Sir if we get to know for a single element that there exists no complement can we conclude it by explaining for a single element itself or should we show all the other possibilities.
@ilovescience765511 ай бұрын
But What About E? Gave me such a good laugh lol thanks
@niteshtiwari97082 жыл бұрын
Yes, it is a bounded lattice as well as it is a complemented lattice.
@sonusambharwal88282 жыл бұрын
Outstanding sir...
@umamahtrecia18617 ай бұрын
Thank you Sir
@Anirudh_Srinivasan2 жыл бұрын
Homework question. The given lattice is a bounded lattice and also a complemented lattice.
@shivanikj30472 жыл бұрын
Thank you 😃
@troopergaming946611 ай бұрын
Answer - it is bounded as well as complemented lattice
@Vishal-vz3er Жыл бұрын
yes last lattice is boundend becase there is greatest element and least element, and is complemented lattice because c is complement of b and d
@thegreat6886 Жыл бұрын
11:29 is true
@milansood82402 жыл бұрын
Yrr itne ache lecture me kitne Kam views ate he, koi padhta likhta ni he kya 🥲
@eminence_Shadow2 жыл бұрын
Teri tarah ni haina sb... Pdaku
@piyushkotwani-qb9qf Жыл бұрын
Home question is complemented lattice
@anshulmishra1069Ай бұрын
It is complemented lattice
@te_b_52_siddeshpatankar142 жыл бұрын
Why LUB and GLB of "b" and "e" does not exist...? As for GLB we can reach till "a" from both "b" and "e" (transitively) as "a" is related to "b" and "b" is related to "e" that means in the relation set there must be a pair of (a,e) but as drawing a hasse diagram all transitive edges are removed so it is looking as if "e" is not related to "a" but it is related....so "a" should be a lower bound of "e"....right....? Similarly for LUB in the case of "g".....
@sandeepmukherjee89272 жыл бұрын
this hasse diagram is valid. aRc and cRe so automatically aRe
@te_b_52_siddeshpatankar142 жыл бұрын
@@sandeepmukherjee8927 so that means GLB and LUB of (a,e) should exist..... Right?
@sandeepmukherjee89272 жыл бұрын
@@te_b_52_siddeshpatankar14 yes obviously and join of a and e will be e and meet of a and e will be a
@pranavgor7278 Жыл бұрын
ANSWER OF THE HOMEWORK IS IT IS COMPLEMENT LATTICE