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Recent questions tagged lattice

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Made Easy Test Series 2024
why option 2 is not a distributive lattice ? i solved this and found that there are each vertex has only either one or zero complement i think it is distributive lattic...
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Need confirmation in a Hasse Diagram about Complement of an element in Lattice
Following hasse diagram is Lattice. Is it right that complement of b – c only and complement of c – b only ?
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Lattices | Discrete Mathematics
why pentagon is not a lattice ?
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UGCNET CSE December 2022: 42
Consider the following statements:There exists a Boolean algebra with $'5'$ elements.Every element of Boolean algebra has unique complement.If a Lattice ' $\mathrm{L}$ ' ...
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Hasse Diagram
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TestBook Lattice question
Consider the relation R = {(p, p), (p, q), (p, r), (p, s), (p, t), (q, q,) (q, s), (q, t), (s, s), (s, t), (r, r), (r, t), (t ,t) which is a subset of A × A where A = {p...
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TestBook Hasse Diagram question to find GLB
If [P(A); ⊆] is a lattice where A = {x, y} and P(A) is the power set then what is the sum of element in Greatest Lower Bound (GLB) set of given lattice?x + y xy0
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Can a uniquely complemented lattice may not be distributive?
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KENNITH ROSEN LATTICE
Find a compatible total order for the divisibility relationon the set {1, 2, 3, 6, 8, 12, 24, 36}.
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Best Open Video Playlist for Partial Orders and Lattices Topic | Discrete Mathematics
Please list out the best free available video playlist for Partial Orders and Lattices Topic from Discrete Mathematics as an answer here (only one playlist per answer). W...
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GO Classes Weekly Quiz 10 | Discrete Mathematics | Set Theory, Mathematical Logic, Lattice | Question: 6
Let $[N, \leq ]$ is a partial order relation defined on natural numbers, where “$\leq$” is the “less than equal to” relation defined on $N = \{ 0,1,2,3,\dots \}.$ Which o...
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GO Classes Weekly Quiz 10 | Discrete Mathematics | Set Theory, Mathematical Logic, Lattice | Question: 13
For any integers $x,y,$ we say that $x$ divides $y$ iff there is some integer $z$ such that $y = x\ast z.$Let $[N, \leq]$ is a partial order relation defined on natural n...
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Finding complement of an element in lattice!
I am struggling to find complement of ‘b’ clearly ‘c’ and ‘d’ are not, also ‘g’ can also not be complement since (g join b = g).Please help me with this!
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NIELIT 2017 July Scientist B (IT) - Section B: 22
Let $L$ be a lattice. Then for every $a$ and $b$ in $L$ which one of the following is correct?$a\lor b = a​\land \:b$$a\lor(b\lor c)=(a\lor b)\lor c$$a\lor(b​\land \:c)=a...
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Hasse Doubt
what is the least upper bound of {a, b, c}?
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Discrete mathematics #TEST_BOOK
I Have doubt about the language. Is it asking about the sum of elements if we make the GBL set for the given lattice .
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POSET self doubt
What is dual of a POSET?
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Bounded lattice
Can a countable infinite lattice be bounded?
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