v-b-k-phi

For i=0,1,2, this page gives all the binary connected phii-optimal block designs (up to isomorphism and up to the accuracy of our numerical calculation of optimality criteria) with v points, b blocks and constant block size k, such that v,b,k>=2 and v+b<=16. We remark that phi0-optimal is often called D-optimal and phi1-optimal is often called A-optimal. The lists of designs are in DTRS external representation protocol version 2.0 format, compressed by bzip2. Here, phii-optimal means having the least phii-value amongst the binary connected block designs with the same (v,b,k) (see the external representation documentation for more detailed information). The block-list of each given design is lexicographically least in its isomorphism class, and within each file, the designs are ordered in increasing lexicographic order of their block-lists. Each design in each file has <indicators>, <combinatorial_properties>, <automorphism_group> and <statistical_properties> subtrees. In addition, all equivalence classes of resolutions of the designs are given.

Number of files = 1146

v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
4 4 3 1 i c g s a 1 download
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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v b k phi content type # designs
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Last updated: 2019-12-19