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ConsciousnessLearn · Explore · Joseph Anady

Bias the choice of experts while retaining original affinities

An expert-specific correction vector is added to the sigmoid affinities for ranking. This addition can change which groups and experts are selected. The later mixture weights are gathered from the original affinities, so the correction bias does not directly enter…

Donor architecture mathematicshistorical source recovered; expression not executed in this website audit
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donor-deepseek-choice-biasdocumented formula or resource estimate
scoresforchoice=scores+escorecorrectionbias−>(T,256)scores_for_choice = scores + e_score_correction_bias -> (T, 256)

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An expert-specific correction vector is added to the sigmoid affinities for ranking. This addition can change which groups and experts are selected. The later mixture weights are gathered from the original affinities, so the correction bias does not directly enter their numerical values.

Terms & definitions

TermMeaning in this source
scores

Pre-bias affinities

e_score_correction_bias

Expert-specific selection adjustment

How it works

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Assumptions & limits

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Original context

Read the surrounding source passage
2.  scores = sigmoid(logits)                                        -> (T, 256)
      Sigmoid, not softmax. Scores do not sum to 1 and are not a distribution.

  3.  scores_for_choice = scores + e_score_correction_bias            -> (T, 256)
      The F32 (256,) bias, broadcast over the token dimension.

  4.  group_scores = scores_for_choice.view(T, 8, 32).topk(2, -1)[0].sum(-1)
                                                                      -> (T, 8)
Exact original notation
scores_for_choice = scores + e_score_correction_bias            -> (T, 256)

Related builds

Sources & provenance

01
DEEPSEEK_R1_COMPLETE.txt
lines 829–829 · Aug 5, 2026
scores_for_choice = scores + e_score_correction_bias -> (T, 256)
02
DEEPSEEK_R1_COMPLETE.txt
lines 829–829 · Aug 5, 2026
scores_for_choice = scores + e_score_correction_bias -> (T, 256)

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