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CompatHelper: bump compat for Bijectors to 0.16 for package test, (keep existing compat)#1405

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CompatHelper: bump compat for Bijectors to 0.16 for package test, (keep existing compat)#1405
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This pull request changes the compat entry for the Bijectors package from 0.15.17 to 0.15.17, 0.16 for package test.
This keeps the compat entries for earlier versions.

Note: I have not tested your package with this new compat entry.
It is your responsibility to make sure that your package tests pass before you merge this pull request.

@devmotion devmotion force-pushed the compathelper/new_version/2026-05-22-00-36-27-420-03626848799 branch from 21e65f7 to 4906818 Compare May 22, 2026 00:36
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DynamicPPL.jl documentation for PR #1405 is available at:
https://TuringLang.github.io/DynamicPPL.jl/previews/PR1405/

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Benchmarks @ 4906818

Performance

Performance Ratio:
Ratio of time to compute gradient and time to compute log-density.
Warning: results are very approximate! See benchmark notes for more context.

===================================================================================================
                                               eval                       gradient                 
                                            ----------  -------------------------------------------
Model                        dim    linked      primal     FwdDiff    RvsDiff    Mooncake    Enzyme
---------------------------------------------------------------------------------------------------
Simple assume observe*         1     false     5.87 ns       10.45    1235.42       29.18      6.47
Simple assume observe*         1      true     24.2 ns        2.48     323.49        7.02      1.55
Smorgasbord                  201     false      6.4 μs       71.17     125.00        6.32      8.82
Smorgasbord                  201      true     8.89 μs       63.93     126.03        5.28      5.89
Loop univariate 1k          1000     false     19.2 μs      959.39     279.89        7.53      6.03
Loop univariate 1k          1000      true     20.9 μs     1348.69     269.51        6.92      5.62
Multivariate 1k             1000     false     20.2 μs      420.13      90.19        9.29      2.68
Multivariate 1k             1000      true     25.5 μs      242.13      68.78        8.55      2.70
Loop univariate 10k        10000     false    189.0 μs    10914.64     305.42        7.66      6.13
Loop univariate 10k        10000      true    205.0 μs    10978.00     287.99        7.07      5.65
Multivariate 10k           10000     false    199.0 μs     5135.01      92.28       11.08      2.14
Multivariate 10k           10000      true    200.0 μs     4867.58      91.45       11.12      2.14
Dynamic                       15     false     1.41 μs         err      41.43       13.44     10.56
Dynamic                       10      true     1.95 μs        1.89      55.12       11.95     17.77
Submodel*                      1     false     5.88 ns       10.19    1299.29       29.02      6.35
Submodel*                      1      true     5.88 ns       10.29    1408.31       29.06      6.34
LDA                           12      true     22.6 μs        0.46       1.94       35.04       err
===================================================================================================

Rows marked * have t(logdensity) below about 100 ns; their ratios can be dominated by timer floor, fixed overhead, and run-to-run variation. For those rows, raw t(grad) is more meaningful than t(grad)/t(logdensity).

Main @ d2052a1
==================================================================================================
                                               eval                      gradient                 
                                            ----------  ------------------------------------------
Model                        dim    linked      primal    FwdDiff    RvsDiff    Mooncake    Enzyme
--------------------------------------------------------------------------------------------------
Simple assume observe*         1     false     3.08 ns      17.22    1135.23       38.78      9.23
Simple assume observe*         1      true     18.7 ns       2.82     208.09        6.23      1.62
Smorgasbord                  201     false     9.53 μs      37.76      42.35        3.44      2.67
Smorgasbord                  201      true     10.5 μs      42.71      53.52        3.33      2.31
Loop univariate 1k          1000     false     18.8 μs     742.70     150.43        5.47      3.77
Loop univariate 1k          1000      true     20.2 μs     849.95     146.20        5.13      3.51
Multivariate 1k             1000     false     30.3 μs     225.37      28.62        4.37      0.80
Multivariate 1k             1000      true     30.1 μs     234.04      30.66        4.92      0.77
Loop univariate 10k        10000     false    185.0 μs    9251.36     168.62        5.46      3.73
Loop univariate 10k        10000      true    199.0 μs    9559.15     150.98        5.16      3.46
Multivariate 10k           10000     false    294.0 μs    3681.95      31.17        5.04      0.62
Multivariate 10k           10000      true    297.0 μs    3629.31      30.83        5.03      0.62
Dynamic                       15     false    928.0 ns        err      32.78        8.13      8.43
Dynamic                       10      true     1.25 μs       1.68      45.04        7.64     12.29
Submodel*                      1     false     3.09 ns      17.04    1200.90       38.07      8.07
Submodel*                      1      true     3.09 ns      16.86    1328.32       38.50      9.03
LDA                           12      true     11.9 μs       0.56       2.28       32.61       err
==================================================================================================
Environment
Julia Version 1.11.9
Commit 53a02c0720c (2026-02-06 00:27 UTC)
Build Info:
  Official https://julialang.org/ release
Platform Info:
  OS: Linux (x86_64-linux-gnu)
  CPU: 4 × AMD EPYC 7763 64-Core Processor
  WORD_SIZE: 64
  LLVM: libLLVM-16.0.6 (ORCJIT, znver3)
Threads: 1 default, 0 interactive, 1 GC (on 4 virtual cores)

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