Is there a difference between preference order and preference relation and if yes, what?
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While reading about utility theory (in context of Game theory) I came across two terms: preference order and preference relation. I am not clear about the distinction between them. Reference Link: http://www.cs.cornell.edu/courses/cs5846/2017sp/2%20utility.pdf
functions elementary-set-theory order-theory game-theory algorithmic-game-theory
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While reading about utility theory (in context of Game theory) I came across two terms: preference order and preference relation. I am not clear about the distinction between them. Reference Link: http://www.cs.cornell.edu/courses/cs5846/2017sp/2%20utility.pdf
functions elementary-set-theory order-theory game-theory algorithmic-game-theory
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They are pretty much used synonymously. But the terminology is not completely unified, so you have to check which definition is used exactly.
â Michael Greineckerâ¦
Jul 16 at 18:13
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up vote
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down vote
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up vote
1
down vote
favorite
While reading about utility theory (in context of Game theory) I came across two terms: preference order and preference relation. I am not clear about the distinction between them. Reference Link: http://www.cs.cornell.edu/courses/cs5846/2017sp/2%20utility.pdf
functions elementary-set-theory order-theory game-theory algorithmic-game-theory
While reading about utility theory (in context of Game theory) I came across two terms: preference order and preference relation. I am not clear about the distinction between them. Reference Link: http://www.cs.cornell.edu/courses/cs5846/2017sp/2%20utility.pdf
functions elementary-set-theory order-theory game-theory algorithmic-game-theory
asked Jul 16 at 17:01
Rishabh
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They are pretty much used synonymously. But the terminology is not completely unified, so you have to check which definition is used exactly.
â Michael Greineckerâ¦
Jul 16 at 18:13
add a comment |Â
2
They are pretty much used synonymously. But the terminology is not completely unified, so you have to check which definition is used exactly.
â Michael Greineckerâ¦
Jul 16 at 18:13
2
2
They are pretty much used synonymously. But the terminology is not completely unified, so you have to check which definition is used exactly.
â Michael Greineckerâ¦
Jul 16 at 18:13
They are pretty much used synonymously. But the terminology is not completely unified, so you have to check which definition is used exactly.
â Michael Greineckerâ¦
Jul 16 at 18:13
add a comment |Â
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2
They are pretty much used synonymously. But the terminology is not completely unified, so you have to check which definition is used exactly.
â Michael Greineckerâ¦
Jul 16 at 18:13