Editing Talk:2407: Depth and Breadth

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: I favour the latter (with maybe an aesthetic bias) as often when I run a tree-searching algorithm I like to randomly splice the next option out of the list of options (rather than run from first to last or last to first) where I am not aware of any advantageous link (maybe in ruling out 'dead' branches early to prune off useless branches early) and thus whatever natural sort-order the structure imposes would create biases.
 
: I favour the latter (with maybe an aesthetic bias) as often when I run a tree-searching algorithm I like to randomly splice the next option out of the list of options (rather than run from first to last or last to first) where I am not aware of any advantageous link (maybe in ruling out 'dead' branches early to prune off useless branches early) and thus whatever natural sort-order the structure imposes would create biases.
 
: Alternately, if continued it would definitely prioritise .2s down every .2(-dominant) branch, for a nicely symmetric 'wide-breadth first' pattern (.2.2.2 over .2.2.1, etc) for a pattern only visible once continued beyond the step currently shown. The root choice ''cannot'' be anything other than symmetry-breaking, but could as easily be a coinflip. [[Special:Contributions/141.101.98.68|141.101.98.68]] 00:32, 5 January 2021 (UTC)
 
: Alternately, if continued it would definitely prioritise .2s down every .2(-dominant) branch, for a nicely symmetric 'wide-breadth first' pattern (.2.2.2 over .2.2.1, etc) for a pattern only visible once continued beyond the step currently shown. The root choice ''cannot'' be anything other than symmetry-breaking, but could as easily be a coinflip. [[Special:Contributions/141.101.98.68|141.101.98.68]] 00:32, 5 January 2021 (UTC)
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: If you look at the bottom row you can see that these are not binary trees but rather arbitrary graphs (one node has 3 children). So assuming arbitrary order when enumerating children is reasonable. [[User:Quantum7|Quantum7]] ([[User talk:Quantum7|talk]]) 08:46, 8 January 2021 (UTC)
 
  
 
The top two drawings for "depth" and "breadth" are legitimate methods of listing out a tree structure. The next two drawings substitute the "d" and "br" from "depth" and "breadth" to get "brepth" and "deadth". The fifth drawing removes the "th" from "breadth" to get "bread". And the title text substitutes the "p" from "depth" with an "a" to get "death". [[User:Rtanenbaum|Rtanenbaum]] ([[User talk:Rtanenbaum|talk]]) 22:32, 4 January 2021 (UTC)
 
The top two drawings for "depth" and "breadth" are legitimate methods of listing out a tree structure. The next two drawings substitute the "d" and "br" from "depth" and "breadth" to get "brepth" and "deadth". The fifth drawing removes the "th" from "breadth" to get "bread". And the title text substitutes the "p" from "depth" with an "a" to get "death". [[User:Rtanenbaum|Rtanenbaum]] ([[User talk:Rtanenbaum|talk]]) 22:32, 4 January 2021 (UTC)

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