Optical and analog AI compute: what survives measurement
Last updated • By Will Schulz
Across our pre-registered tests, optical and analog hardware did not replace digital silicon for AI inference. Headline speedups shrank once compared against a strong digital baseline: an all-optical kernel's 48× became 1.23× against a fused INT8 ASIC, and analog in-memory compute's 3.86× decode advantage on a transformer fell to 1.05× at 131k tokens. What survives is narrow: analog compute for sliding-window and state-space models at the edge, and optical interconnect as a bandwidth-density fabric at extreme scale.
Every number below is quoted as written in the linked paper. Most results come from cost models and simulations, not fabricated chips; each paper states its own scope.
Which optical and analog AI claims survived measurement?
| Claim tested | What we measured | Verdict | Paper |
|---|---|---|---|
| All-optical random-feature kernel inference is 48× faster than the original network on an H100 (44.8 ns vs 2.16 µs). | Against a fused INT8 digital ASIC the 48× collapses to 1.23×, winning at only 1 of 5 complexities. | Narrow niche | Reverse-engineering a trained network for all-optical inference via random-feature kernels |
| An optics-native state-space model decodes 15–56× faster than a GPU. | A fused GPU removes ~5× of launch overhead; the final speedup is single-digit×, inside a ~5-bit, small-width, error-tolerant corner. | Narrow niche | Where optics-native inference actually pays: a cost-model study |
| A selective photonic SSM extends the 45–60× decode win to LLM decode. | Only a pure static/diagonal SSM keeps the win; attention breaks it. "The photonic story does not extend to real LLM decode." | Did not survive | What survived: a claims register with falsifiers for a pre-registered AI research program |
| Analog in-memory compute (AIMC) delivers a large decode-energy advantage on transformers. | Cost model: 3.86× at 2k tokens, 1.77× at 8k, 1.20× at 32k and 1.05× at 131k, as the KV-bound attention path dominates. | Narrowed | Which sequence architecture keeps analog in-memory compute's advantage? A cost-model answer with a design rule |
| A sliding-window hybrid keeps AIMC's advantage where a full-attention hybrid loses it. | With a 4k sliding window the win is constant in context length: 6.8× at f = 0.077 and 5.6× at f = 0.125. A full-attention hybrid at f = 0.077 falls to 2.28× at 32k and 1.35× at 131k (cost-model ratios). | Survives | Which sequence architecture keeps analog in-memory compute's advantage? A cost-model answer with a design rule |
| Analog mixture-of-experts gives a system-level decode energy win. | Analog MoE at 10,108 µJ/token ties digital expert parallelism at 10,258 (±1.5%) while paying a 1.9-point accuracy tax. | Did not survive | Can analog or photonic hardware replace LLM inference silicon? AIMC for compute, optics for decode interconnect |
| Optical interconnect for KV-cache movement is an energy win at board level. | Under honest laser power, at realistic utilization U = 0.3 optics is 3.4× worse; optical KV at 4.6 pJ/b wall-plug is 1.6× worse than board-electrical. | Did not survive | Can analog or photonic hardware replace LLM inference silicon? AIMC for compute, optics for decode interconnect |
| Networking can consume up to 50% of total runtime for Llama MoE prefill. | Measured prefill communication is far lower: 9–23% of end-to-end latency (TokenWeave), and 9.6% communication plus 12.3% synchronization on GB200 (NVIDIA DWDP). | Did not survive | The wrong phase: optical interconnect's case is in decode, not prefill |
| Analog accelerators reach ~150 TOPS/W. | That is an 8-bit test-chip claim; the shipping card works out to about 24 TOPS/W. | Did not survive | The wrong phase: optical interconnect's case is in decode, not prefill |
| Shipping analog-prefilled KV to a decode fleet carries a large tax that optical links would cut. | Shipping costs 0.43 mJ against 459 mJ of prefill compute at 2048 tokens; optical links would save 0.3 mJ of a 460 mJ job. | Did not survive | The last hardware flank: analog prefill survives only as an energy-bound niche |
| Analog beats digital on throughput per area (about 20× with a guessed tile area). | Against fabricated silicon, at the high-precision operating point, digital wins by roughly 2.5× at matched granularity; the guessed 41 TOPS/mm² tile was about 26× above the best fabricated core. | Did not survive | The last hardware flank: analog prefill survives only as an energy-bound niche |
| Logarithmic-number-system (LNS) hardware saves energy by turning multiplies into adds. | LNS wins only at fp32 (0.70×) and loses 1.13× at fp16 and 2.57× at int8; making arithmetic entirely free saves 3.4% in memory-bound decode. | Did not survive | The log-arithmetic gates: weight sharing buys compute, not storage |
| A self-nonlinear optical glass keeps a ~3.6× energy edge (priced against an 8-bit O-E-O round trip). | At the 4-bit precision later measured, the competing conversion is about 5.4× cheaper and the edge is gone. | Did not survive | The log-arithmetic gates: weight sharing buys compute, not storage |
| A few thousand Fourier modes can replace millions of pixels: 0.5% of coefficients. | To reach 35 dB PSNR, Fourier (DFT) needed 21.6% to 49.0% of coefficients; at 0.5% the best basis on any target reached 28.7 dB. | Did not survive | The wavefield gate: Fourier modes are the wrong basis for visual computing |
| When an object moves, only a few coefficients change. | A one-pixel shift of a small disc changed 97.2% of DFT coefficients (0.08% of Haar coefficients). | Did not survive | The wavefield gate: Fourier modes are the wrong basis for visual computing |
| Diamond quantum memory between AI accelerators eases datacenter communication. | Halving a 72-GPU rack's 130 TB/s needs ~7.2 trillion entangled pairs per second; the best deployed-fibre swapping found runs at 1.5 per second, about 12.7 orders of magnitude short, and the most it could buy is 2×. | Did not survive | Diamond is a material, not a system: no case for quantum memory in AI datacenters |
Is optical computing faster than a GPU for AI inference?
Only in narrow corners. The optics-native inference cost model found a real latency win for batch-1 decode of a state-space model, but only with WDM microrings, small-to-mid width, about 5-bit precision and error-tolerant workloads; once a fused GPU removed launch overhead, 15–56× became single-digit×. The all-optical kernel study found near parity (1.23×) against a digital ASIC. Our claims register lists optical compute for inference as dead and optical interconnect as alive but bounded.
Does analog in-memory computing beat digital for LLMs?
It depends on the sequence architecture. Analog in-memory compute accelerates static-weight matrix multiplies but cannot touch attention's growing KV cache, so on a transformer its decode advantage dilutes with context. The AIMC window papergives the design rule: the attention window policy, sliding versus full, not the attention fraction, decides whether a hybrid keeps the advantage. The claims register places AIMC's lane at power-bound 1–8B edge models plus power-capped prefill of up to about 8k tokens. Device-level work in the nonlinearity study found that analog nonlinearities match ReLU only after hardware-aware retraining, in a first-order model on MNIST. See the glossary entry on analog in-memory computing.
Where does optical interconnect actually help?
In moving data at scale, mostly in decode. The wrong phase traces the "50% of MoE prefill is networking" figure to blended sources and finds decode dominates inference communication. Its energy case is weak: under honest laser power and utilization, optical KV movement lost to board-level electrical links in the co-design synthesis. The surviving rationale is bandwidth density for pooled KV at rack reach and extreme scale. For the industry side, see our analyses of co-packaged optics after OCP 2026 and photonics for AI interconnect, and the glossary entry on co-packaged optics.
How were these results produced?
Each paper registered its predictions and kill criteria before running, and reports misses alongside survivors. Most rows above are cost-model or simulation results calibrated to published chips; for example, the optics-native model reproduces a 2025 coherent photonic chip's 1.28 TOPS throughput exactly. None is a measurement on a fabricated NeuroGenesys chip. The photonics-budget tool exposes four of the back-of-envelope gates.
Which papers are behind this table?
- Paper • Falsification study • Jun 27, 2026Reverse-engineering a trained network for all-optical inference via random-feature kernelsCan inference on an already-trained network run entirely in light? An envelope exists, bounded by a quantified depth→width feature wall — and an honest requote against a digital ASIC collapses the headline speedup to near parity. Two genuine advantages survive: precision robustness and zero-forgetting frozen features.
- Paper • Cost-model study • Jun 27, 2026Where optics-native inference actually pays: a cost-model studySpeed-of-light inference is real but narrow and conditional: an optics-native state-space model beats a GPU on batch-1 decode latency only inside a tight box — WDM microrings, small-to-mid width, ~5-bit precision, error-tolerant workloads. The model reproduces a published 2025 chip's throughput exactly; the defensible contribution is the cost model itself.
- Paper • Synthesis • Jul 29, 2026What survived: a claims register with falsifiers for a pre-registered AI research programEvery surviving claim from a pre-registered, run-once program, with its evidence and its falsifier. Alive: pool-relative verifier exploitability, test-time recurrent depth, the AIMC window-policy rule, narrow optical interconnect. Dead: wave/complex substrates, optical compute for inference, frontier-datacenter AIMC, and the ε 'universality class'.
- Paper • Defensive publication • Jul 27, 2026Which sequence architecture keeps analog in-memory compute's advantage? A cost-model answer with a design ruleAnalog in-memory compute accelerates static-weight matmuls but cannot touch attention's growing KV cache, so its decode advantage dilutes with context length. The attention window policy — sliding vs. full — not the attention fraction, decides whether a hybrid keeps the advantage. Distilled from ~70 pre-registered falsification experiments.
- Paper • Synthesis • Jul 30, 2026Can analog or photonic hardware replace LLM inference silicon? AIMC for compute, optics for decode interconnectAbout 54 pre-registered experiments found no general replacement. Analog MoE routing adds no accuracy, and the FFN it accelerates is under 19% of decode energy. Optical interconnect's energy win collapses under honest laser power, leaving bandwidth density at extreme scale, mostly in decode.
- Paper • Synthesis • Jul 30, 2026The wrong phase: optical interconnect's case is in decode, not prefillA source-checked review found the 'networking is 50% of MoE prefill' figure blends training, decode, and an unsupported claim; measured prefill communication is 9–23%. Decode dominates communication, so that is where optical interconnect's case lives. Digital's move to native 4-bit also erodes the precision edge analog designs relied on.
- Paper • Falsification study • Jul 30, 2026The last hardware flank: analog prefill survives only as an energy-bound nicheFive pre-registered kill tests on analog in-memory prefill with optically disaggregated decode. Shipping the KV cache costs under 0.1% of prefill energy, demoting the optical claim; the cache survives 5 bits but collapses at 4. Against measured chips, digital wins throughput per area, leaving an energy-bound, short-prompt niche.
- Paper • Negative results • Aug 26, 2026The log-arithmetic gates: weight sharing buys compute, not storageEight prior-art reviews and six pre-registered experiments on log-domain neurons and the hardware proposed for them. None of the 16 ideas was new; LNS loses at inference precisions and analog log-domain error compounds with fan-in. The output is six design rules — chiefly, weight sharing pays only when the freed compute is spent.
- Paper • Falsification study • Sep 8, 2026The wavefield gate: Fourier modes are the wrong basis for visual computingA proposed photonic 'wavefield' graphics architecture, tested on its two measurable claims. Fourier modes need 21–49% of coefficients to reach 35 dB, not 0.5%, and a one-pixel move changes 97% of them. Display space–bandwidth and conversion costs close the rest: the physics is sound, the advantages are not.
- Paper • Falsification study • Aug 4, 2026Diamond is a material, not a system: no case for quantum memory in AI datacentersAn AI-written brief cast diamond as quantum memory between AI accelerators. The claim fails structurally: collectives copy data, superdense coding gives no net gain, and entanglement rates fall ~12.7 orders of magnitude short. Diamond's thermal conductivity holds up; its classical-electronics claims are overstated. Verification is partial and labeled as such.
- Paper • Research note • Jun 29, 2026Analog chips can do nonlinear ML — if you co-design around the device's native nonlinearityOn MNIST, a frozen MLP tolerates 4-bit weights with moderate device noise; 2-bit is the cliff. Saturating device nonlinearities match ReLU only after hardware-aware retraining (0.947 vs 0.938) — naive swaps fail. Class-IL routing stays robust at 4-bit with heavy noise. A first-order model, not a device simulation.
Sources (NeuroGenesys papers)
- Reverse-engineering a trained network for all-optical inference via random-feature kernels — NeuroGenesys, Jun 27, 2026 (Falsification study)
- Where optics-native inference actually pays: a cost-model study — NeuroGenesys, Jun 27, 2026 (Cost-model study)
- What survived: a claims register with falsifiers for a pre-registered AI research program — NeuroGenesys, Jul 29, 2026 (Synthesis)
- Which sequence architecture keeps analog in-memory compute's advantage? A cost-model answer with a design rule — NeuroGenesys, Jul 27, 2026 (Defensive publication)
- Can analog or photonic hardware replace LLM inference silicon? AIMC for compute, optics for decode interconnect — NeuroGenesys, Jul 30, 2026 (Synthesis)
- The wrong phase: optical interconnect's case is in decode, not prefill — NeuroGenesys, Jul 30, 2026 (Synthesis)
- The last hardware flank: analog prefill survives only as an energy-bound niche — NeuroGenesys, Jul 30, 2026 (Falsification study)
- The log-arithmetic gates: weight sharing buys compute, not storage — NeuroGenesys, Aug 26, 2026 (Negative results)
- The wavefield gate: Fourier modes are the wrong basis for visual computing — NeuroGenesys, Sep 8, 2026 (Falsification study)
- Diamond is a material, not a system: no case for quantum memory in AI datacenters — NeuroGenesys, Aug 4, 2026 (Falsification study)
- Analog chips can do nonlinear ML — if you co-design around the device's native nonlinearity — NeuroGenesys, Jun 29, 2026 (Research note)
