tests: Group Presentation for Cyclic Group Cₘₕ = Cₘ × C₂#398
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Fe-r-oz wants to merge 8 commits intoQuantumSavory:masterfrom
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tests: Group Presentation for Cyclic Group Cₘₕ = Cₘ × C₂#398Fe-r-oz wants to merge 8 commits intoQuantumSavory:masterfrom
Fe-r-oz wants to merge 8 commits intoQuantumSavory:masterfrom
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The [[N,K,D]] values of all the table 2 codes formed via group presentation has been tested! These tests are related to #400 and they run on |
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@Krastanov, just a friendly bump on this PR when you have a moment! |
Krastanov
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Dec 31, 2025
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| @testitem "ECC 2BGA Table 2 via Presentation of Cyclic Groups" tags=[:ecc] begin | |||
| @static if !Sys.iswindows() && Sys.ARCH == :x86_64 && VERSION >= v"1.11" | |||
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we now have a particular tag that filters tests that require oscar centrally
Krastanov
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Dec 31, 2025
| using Nemo: FqFieldElem | ||
| using Hecke: group_algebra, GF, abelian_group, gens, quo, one, GroupAlgebra | ||
| using QuantumClifford.ECC | ||
| using QuantumClifford.ECC: code_k, code_n, two_block_group_algebra_codes, twobga_from_fp_group |
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two_block_group_algebra_codes is now renamed to singular
Krastanov
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Dec 31, 2025
| @@ -0,0 +1,210 @@ | |||
| @testitem "ECC 2BGA Table 2 via Presentation of Cyclic Groups" tags=[:ecc] begin | |||
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and we have more fine-grained tags now, so that these run on separate test runners
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converting to draft, but feel free to convert to non-draft when ready for review |
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This PR reproduces the Table 2 by using presentation of cyclic group instead of Direct Product of cyclic groups which was done in: #392
As$C_{mh} = C_m \times C_2 = \langle x, s \mid x^m = s^2 = xsx^{-1}s^{-1} = 1 \rangle$ , there are two ways to reproduce Table 2:
This PR implements the 2) approach. This second approach was not mentioned in the caption of Table 2 but was referenced in the text of the Appendix. Both gives the same results.