Realization.Nvidia.SM86.StreamingAttentionSM86

=========================================================================== The backward pass, deterministic and in two launches (no atomics). With P = 2^(S c - L) recomputed from the forward's base-2 log-sum-exp L, the probability gradient dP = dO V^T and the row term D = rowsum(dO * O) (= rowsum(P * dP)), the score gradient is dS = P * (dP - D); then dQ = s dS K, dK = s dS^T Q and dV = P^T dO, s the score scale. The query launch (streamingAttentionQuerySM86): a block per 64 queries of a query head, grid (T / 64, K/V heads, groups). It forms D for its rows from dO's fragments and the forward's output O (and writes it for the key launch), then walks the key tiles up to the diagonal as the forward does, keeping dQ. Operands: Q, K, V, dO ([head][T][64], half), K^T ([head][64][T], half), O ([T][heads x 64], half, the forward's), L ([head][T]); results dQ ([head][T][64], binary32) and D ([head][T], binary32). Parameters: Q, K, V, K^T, dO, O, L, dQ, D, then c and s.

1224def sbStore64 = (lambda unrestricted address : Nat . (lambda unrestricted value : Nat . (lambda unrestricted offset : Nat .
1225  (lambda unrestricted wait : Nat .
1226    (constructor SM86InstructionBody SM86StoreGlobal64 (saR address) (saR value) (saU offset) (saAfter wait))))))