Question

Sufficient condition for isotone functions $f$ and $g$ mapping between chain $X$ and $Y$ to be equal i.e., $f= g$.

score 133 · Answer 1 · 2016-10-23 08:58:45

Sufficient condition for isotone functions $f$ and $g$ mapping between chain $X$ and $Y$ to be equal i.e., $f= g$.

score 45 · Answer 2 · 2016-10-23 19:15:06

45

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List Question

Sufficient condition for isotone functions $f$ and $g$ mapping between chain $X$ and $Y$ to be equal i.e., $f= g$.

How to find a 6 element in chain in P(1,2,3,4)

"There is no well-ordered uncountable set of real numbers"

What does it mean when a Hasse diagram is like a straight line?

Can the $\min$ function take countably infinitely many arguments?

Preorders vs partial orders - Clarification

Every totally ordered field satisfying archimedean property can be embedded in the real numbers.

Property of Rational Numbers

Joins in the Dedekind-MacNeille completion

Prove if this is a linear order or if it not a linear order on $\mathbb N$?

Galois connection and order-isomorphisms

Find a poset with infinitely many infinite chains and infinitely many infinite antichains.

How do you find immediate predecessors of a partially ordered set that is a power set of {1,2,3,4,5}?

Proving $\forall a,b >0 \space\forall r > 0,r\in\mathbb{Q}:a<b \iff a^r<b^r $

Confused about the meaning of the term "Order Relation"

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