Link #1083 to A186704#295
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Link teorth#295 to A192881
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Problem #1083 studies$f_d(n)$ , the minimum number of distinct distances determined by $n$ points in $\mathbb{R}^d$ , for $d \geq 3$ .
A186704 "The minimum number of distinct distances determined by n points in the Euclidean plane" is the$d=2$ specialisation. Cross-referencing it on #1083 gives readers the lower-dimensional base case and ties the problem family together; A186704 already cites #89 (the $d=2$ form).
"possible" retained because the$d \geq 3$ values $f_d(n)$ are not currently in OEIS.
(AI-assisted; OEIS match is a known sequence, not a new submission.)