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THE CONSCIOUSNESS ATLAS
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ConsciousnessLearn · Explore · Joseph Anady

Score each group using its strongest two adjusted affinities

The 256 experts are arranged as eight groups of thirty-two. Within each token and group, take the two largest bias-adjusted scores and add them. The resulting eight group scores decide which groups are eligible for the final expert selection.

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donor-deepseek-group-scoredocumented formula or resource estimate
groupscores=scoresforchoice.view(T,8,32).topk(2,−1)[0].sum(−1)group_scores = scores_for_choice.view(T, 8, 32).topk(2, -1)[0].sum(-1)

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The 256 experts are arranged as eight groups of thirty-two. Within each token and group, take the two largest bias-adjusted scores and add them. The resulting eight group scores decide which groups are eligible for the final expert selection.

Terms & definitions

TermMeaning in this source
T

Token count

group_scores

T by 8 group-ranking scores

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Original context

Read the surrounding source passage
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)
      Each of the 8 groups is scored by THE SUM OF ITS TOP TWO members.

  5.  group_idx = topk(group_scores, k=4)                             -> (T, 4)
Exact original notation
group_scores = scores_for_choice.view(T, 8, 32).topk(2, -1)[0].sum(-1)

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Sources & provenance

01
DEEPSEEK_R1_COMPLETE.txt
lines 832–832 · Aug 5, 2026
group_scores = scores_for_choice.view(T, 8, 32).topk(2, -1)[0].sum(-1)
02
DEEPSEEK_R1_COMPLETE.txt
lines 832–832 · Aug 5, 2026
group_scores = scores_for_choice.view(T, 8, 32).topk(2, -1)[0].sum(-1)

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