What is the locus of a map?
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What is the locus of a map? I search the definition of locus in the Wikipedia, it explains the locus as follows:
In geometry, a locus is a set of all points , whose location satisfies or is determined by one or more specified conditions.
So, what is the locus of a map?
Further more, what is the meaning of the sign $mathbb{N}^r$?
Thanks!
algebra-precalculus elementary-set-theory ring-theory
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add a comment |
$begingroup$
What is the locus of a map? I search the definition of locus in the Wikipedia, it explains the locus as follows:
In geometry, a locus is a set of all points , whose location satisfies or is determined by one or more specified conditions.
So, what is the locus of a map?
Further more, what is the meaning of the sign $mathbb{N}^r$?
Thanks!
algebra-precalculus elementary-set-theory ring-theory
$endgroup$
1
$begingroup$
You should probably include the whole context for the first question. This will help people to give the right definition. As for the second, it is simply the Cartesian product of $mathbb N$ (the natural numbers) with itself $r$ times.
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– Taladris
Jan 2 at 13:09
$begingroup$
Ok, thanks for your answer. I have known the answer of the first question.
$endgroup$
– guojm
Jan 2 at 13:18
add a comment |
$begingroup$
What is the locus of a map? I search the definition of locus in the Wikipedia, it explains the locus as follows:
In geometry, a locus is a set of all points , whose location satisfies or is determined by one or more specified conditions.
So, what is the locus of a map?
Further more, what is the meaning of the sign $mathbb{N}^r$?
Thanks!
algebra-precalculus elementary-set-theory ring-theory
$endgroup$
What is the locus of a map? I search the definition of locus in the Wikipedia, it explains the locus as follows:
In geometry, a locus is a set of all points , whose location satisfies or is determined by one or more specified conditions.
So, what is the locus of a map?
Further more, what is the meaning of the sign $mathbb{N}^r$?
Thanks!
algebra-precalculus elementary-set-theory ring-theory
algebra-precalculus elementary-set-theory ring-theory
edited Jan 2 at 13:00


José Alejandro Aburto Araneda
825110
825110
asked Jan 2 at 12:55
guojmguojm
839
839
1
$begingroup$
You should probably include the whole context for the first question. This will help people to give the right definition. As for the second, it is simply the Cartesian product of $mathbb N$ (the natural numbers) with itself $r$ times.
$endgroup$
– Taladris
Jan 2 at 13:09
$begingroup$
Ok, thanks for your answer. I have known the answer of the first question.
$endgroup$
– guojm
Jan 2 at 13:18
add a comment |
1
$begingroup$
You should probably include the whole context for the first question. This will help people to give the right definition. As for the second, it is simply the Cartesian product of $mathbb N$ (the natural numbers) with itself $r$ times.
$endgroup$
– Taladris
Jan 2 at 13:09
$begingroup$
Ok, thanks for your answer. I have known the answer of the first question.
$endgroup$
– guojm
Jan 2 at 13:18
1
1
$begingroup$
You should probably include the whole context for the first question. This will help people to give the right definition. As for the second, it is simply the Cartesian product of $mathbb N$ (the natural numbers) with itself $r$ times.
$endgroup$
– Taladris
Jan 2 at 13:09
$begingroup$
You should probably include the whole context for the first question. This will help people to give the right definition. As for the second, it is simply the Cartesian product of $mathbb N$ (the natural numbers) with itself $r$ times.
$endgroup$
– Taladris
Jan 2 at 13:09
$begingroup$
Ok, thanks for your answer. I have known the answer of the first question.
$endgroup$
– guojm
Jan 2 at 13:18
$begingroup$
Ok, thanks for your answer. I have known the answer of the first question.
$endgroup$
– guojm
Jan 2 at 13:18
add a comment |
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1
$begingroup$
You should probably include the whole context for the first question. This will help people to give the right definition. As for the second, it is simply the Cartesian product of $mathbb N$ (the natural numbers) with itself $r$ times.
$endgroup$
– Taladris
Jan 2 at 13:09
$begingroup$
Ok, thanks for your answer. I have known the answer of the first question.
$endgroup$
– guojm
Jan 2 at 13:18