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Can Are there analogies between $\Bbb F_q[x]$ and $\Bbb Z$ be extended to $\Bbb F_q[x_1,x_2]$ and a suitable object related to $\Bbb Z$?

Much progress in understanding $\Bbb Z$ is made from analogies between $\Bbb F_q[x]$ and $\Bbb Z$.

Can there be analogies between arithmetic in $\Bbb F_q[x_1,x_2]$ and a suitable object related to $\Bbb Z$ as there are anologiesanalogies between $\Bbb F_q[x]$ and $\Bbb Z$?

Can analogies between $\Bbb F_q[x]$ and $\Bbb Z$ be extended to $\Bbb F_q[x_1,x_2]$ and a suitable object?

Much progress in understanding $\Bbb Z$ is made from analogies between $\Bbb F_q[x]$ and $\Bbb Z$.

Can there be analogies between arithmetic in $\Bbb F_q[x_1,x_2]$ and a suitable object related to $\Bbb Z$ as there are anologies between $\Bbb F_q[x]$ and $\Bbb Z$?

Are there analogies between $\Bbb F_q[x_1,x_2]$ and a suitable object related to $\Bbb Z$?

Much progress in understanding $\Bbb Z$ is made from analogies between $\Bbb F_q[x]$ and $\Bbb Z$.

Can there be analogies between arithmetic in $\Bbb F_q[x_1,x_2]$ and a suitable object related to $\Bbb Z$ as there are analogies between $\Bbb F_q[x]$ and $\Bbb Z$?

Post Undeleted by user76479
Post Deleted by user76479
Source Link
user76479
user76479

Can analogies between $\Bbb F_q[x]$ and $\Bbb Z$ be extended to $\Bbb F_q[x_1,x_2]$ and a suitable object?

Much progress in understanding $\Bbb Z$ is made from analogies between $\Bbb F_q[x]$ and $\Bbb Z$.

Can there be analogies between arithmetic in $\Bbb F_q[x_1,x_2]$ and a suitable object related to $\Bbb Z$ as there are anologies between $\Bbb F_q[x]$ and $\Bbb Z$?