Revision history for BP929
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Displaying 1-16 of 16 results found.
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page 1
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Edits shown per page: 25.
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CROSSREFS
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See also @grid versus @fixedgrid. |
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CROSSREFS
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See BP1176 for the @grid versus @fixedgrid. |
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CROSSREFS
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See BP1176 for the @grid version. |
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COMMENTS
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Left examples have the keyword "sequence" on the OEBP.
Right examples have the keyword "fixedsequence" on the OEBP.
Zero, one, or two objects may technically form a sequence, but if ALL examples of a BP have zero, one, or two objects, we do not consider that BP to be about sequences. BPs about fixed two-object sequences are ordered pairwise comparison BPs, @orderedpair.
The world of this Bongard Problem is BP928. |
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COMMENTS
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Left examples have the keyword "sequence" on the OEBP.
Right examples have the keyword "fixedsequence" on the OEBP.
Zero, one, or two objects may technically form a sequence, but if ALL examples of a BP have zero, one, or two objects, we do not consider that BP to be about sequences. BPs about fixed two-object sequences are ordered pairwise comparison BPs, left-BP787.
The world is BP928. |
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CROSSREFS
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See BP1176 for the grid version. |
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COMMENTS
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Left examples have the keyword "seq" on the OEBP.
Right examples have the keyword "fixedseq" on the OEBP.
Zero, one, or two objects may technically form a sequence, but if ALL examples of a BP have zero, one, or two objects, we do not consider that BP to be about sequences. BPs about fixed two-object sequences are ordered pairwise comparison BPs, left-BP787.
The world is BP928. |
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EXAMPLE
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COMMENTS
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Left examples have the keyword "seq" on the OEBP.
Right examples have the keyword "fixed_seq" on the OEBP.
Zero, one, or two objects may technically form a sequence, but if ALL examples of a BP have zero, one, or two objects, we do not consider that BP to be about sequences. BPs about fixed two-object sequences are ordered pairwise comparison BPs, left-BP787.
The world is BP928. |
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EXAMPLE
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COMMENTS
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Left examples have the keyword "seq" on the OEBP.
Right examples have the keyword "fixed_seq" on the OEBP.
The world is BP928. |
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EXAMPLE
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NAME
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Bongard Problems about sequences of arbitrary length vs. Bongard Problems about sequences in which all examples have the same sequence length.
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COMMENTS
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The world is BP928. |
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EXAMPLE
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AUTHOR
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Aaron David Fairbanks |
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