post-train: M3 — seq_logprob + dpo_loss autograd ops
Two new ops for DPO (M3), both reusing existing kernels (no new CUDA): - seq_logprob(logits, target): Σ log πθ(target) over non-ignored (target≥0) positions — the per-sequence logprob DPO compares between policy and reference. = −Σ per_row of cross_entropy (ignored rows already 0, like SFT masking); backward = cross_entropy_backward(probs, target, −upstream) (sum, no mean division). Gate: finite-diff grad-check with a -100 completion mask. - dpo_loss(lpθ_chosen, lpθ_rejected, lpref_chosen, lpref_rejected, β): scalar L = −log σ(Δ) = softplus(−Δ) with the two policy logprobs as parents (ref logprobs constant). Gate: grad-check both parents + degenerate points (policy==ref ⇒ Δ=0, L=log2, grads ∓β/2; β=0 ⇒ grads 0). Same formula as TRL. Co-Authored-By: Claude Opus 4.8 <noreply@anthropic.com>
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@@ -1005,3 +1005,83 @@ fn transpose_var(x: &Var) -> Var {
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}),
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)
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}
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// seq_logprob (M3 DPO): Σ log p(target) over non-ignored rows. Grad-check with a
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// completion mask — rows 0,1 are -100 (prompt, contribute 0), rows 2..6 supervised.
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#[test]
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fn seq_logprob_bwd() {
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require_gpu();
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let (rows, cols) = (6usize, 9usize);
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let x_h = fill(rows * cols, 202);
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let targets: Vec<i32> = (0..rows)
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.map(|r| if r < 2 { -100 } else { (r * 2 % cols) as i32 })
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.collect();
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let target = Tensor::from_slice(&targets, &[rows]).to_device(Device::Cuda(0));
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let x = Var::leaf(cuda(&x_h, &[rows, cols]));
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let lp = ops::seq_logprob(&x, &target);
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lp.backward();
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let dx = x.grad().unwrap().to_device(Device::Cpu);
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// Numeric scalar = seq_logprob = −Σ per_row (per_row is 0 for ignored rows).
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let tgt = targets.clone();
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let lx = move |v: &[f32], s: &[usize]| {
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let t = Tensor::from_slice(&tgt, &[rows]).to_device(Device::Cuda(0));
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let (_, per_row) = cuda(v, s).cross_entropy(&t);
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-per_row
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.to_device(Device::Cpu)
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.as_slice::<f32>()
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.iter()
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.sum::<f32>()
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};
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report(
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"seq_logprob dX",
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&grad_check(&x_h, &[rows, cols], &lx, dx.as_slice::<f32>(), cfg_nonlinear()),
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);
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}
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// dpo_loss (M3): scalar DPO loss with the two policy logprobs as parents. Grad-check
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// each parent (finite diff of softplus(−Δ)) + the degenerate points the gate pins:
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// policy==reference ⇒ Δ=0, L=log2, grads ∓β/2; β=0 ⇒ grads 0.
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#[test]
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fn dpo_loss_bwd_and_degenerate() {
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require_gpu();
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let (ref_c, ref_r, beta) = (0.5f32, 0.9f32, 0.1f32);
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let (pc0, pr0) = (1.2f32, 0.7f32);
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let softplus = |z: f32| z.max(0.0) + (-(z.abs())).exp().ln_1p();
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let pc = Var::leaf(cuda(&[pc0], &[1]));
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let pr = Var::leaf(cuda(&[pr0], &[1]));
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let l = ops::dpo_loss(&pc, &pr, ref_c, ref_r, beta);
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l.backward();
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let dpc = pc.grad().unwrap().to_device(Device::Cpu).as_slice::<f32>()[0];
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let dpr = pr.grad().unwrap().to_device(Device::Cpu).as_slice::<f32>()[0];
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let l_of_pc = move |v: &[f32], _s: &[usize]| softplus(-(beta * ((v[0] - ref_c) - (pr0 - ref_r))));
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report("dpo_loss dpc", &grad_check(&[pc0], &[1], &l_of_pc, &[dpc], cfg_nonlinear()));
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let l_of_pr = move |v: &[f32], _s: &[usize]| softplus(-(beta * ((pc0 - ref_c) - (v[0] - ref_r))));
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report("dpo_loss dpr", &grad_check(&[pr0], &[1], &l_of_pr, &[dpr], cfg_nonlinear()));
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// Degenerate 1: policy == reference ⇒ Δ=0 ⇒ L=log2, grads = (∓β/2).
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let pc2 = Var::leaf(cuda(&[ref_c], &[1]));
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let pr2 = Var::leaf(cuda(&[ref_r], &[1]));
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let l2 = ops::dpo_loss(&pc2, &pr2, ref_c, ref_r, beta);
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let lval = l2.value().to_device(Device::Cpu).as_slice::<f32>()[0];
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l2.backward();
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let d2c = pc2.grad().unwrap().to_device(Device::Cpu).as_slice::<f32>()[0];
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let d2r = pr2.grad().unwrap().to_device(Device::Cpu).as_slice::<f32>()[0];
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assert!((lval - 2f32.ln()).abs() < 1e-5, "L at Δ=0 must be log2, got {lval}");
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assert!(
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(d2c + beta * 0.5).abs() < 1e-5 && (d2r - beta * 0.5).abs() < 1e-5,
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"grads at Δ=0 must be ∓β/2, got ({d2c},{d2r})"
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);
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// Degenerate 2: β=0 ⇒ grads 0.
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let pc3 = Var::leaf(cuda(&[pc0], &[1]));
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let pr3 = Var::leaf(cuda(&[pr0], &[1]));
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let l3 = ops::dpo_loss(&pc3, &pr3, ref_c, ref_r, 0.0);
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l3.backward();
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let d3c = pc3.grad().unwrap().to_device(Device::Cpu).as_slice::<f32>()[0];
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assert!(d3c.abs() < 1e-9, "β=0 ⇒ grad 0, got {d3c}");
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println!("dpo_loss OK: grad-check (dpc,dpr) + degenerate (Δ=0→log2 & ∓β/2, β=0→0)");
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}
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