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Conformer-Based Encoder Overview

Updated 23 November 2025
  • Conformer-based encoder is a neural architecture that integrates self-attention with convolution to jointly capture global and local contextual dependencies.
  • It employs a Macaron-style block design with dual feed-forward networks, dynamic gating, and content-adaptive downsampling for efficient computation.
  • The model excels in applications like ASR, keyword spotting, and speech enhancement, showcasing state-of-the-art performance across diverse speech tasks.

A Conformer-based encoder is an architectural paradigm for sequence-to-sequence learning that integrates self-attention mechanisms from Transformer models with convolutional modules, enabling joint modeling of global and local dependencies. The Macaron-style block ordering and dual feed-forward modules distinguish Conformer from prior Transformer and convolutional encoder designs. Conformer encoders are now the backbone of state-of-the-art systems in automatic speech recognition, keyword spotting, multilingual ASR, anti-spoofing, speech enhancement, and audio retrieval. Their ubiquitous adoption and continual evolution include architectural innovations such as dynamic depth gating, content-driven downsampling, grouped attention, multi-branch subsampling, NAS-based cell topology, and device-optimized variants.

1. Canonical Block Architecture and Mathematical Formulation

The standard Conformer-encoder is a stack of blocks, each comprising four submodules arranged in Macaron fashion: two half-step feed-forward networks (FFN), multi-head self-attention (MHSA), a depthwise separable convolutional module, and LayerNorm. The canonical block equations are as follows (Peng et al., 2023, N, 2021, Altwlkany et al., 15 Aug 2025):

Input: x(0)∈RT×d y1=x(0)+12 FFN(1)(LN(x(0))) y2=y1+MHSA(LN(y1)) y3=y2+ConvModule(LN(y2)) y4=y3+12 FFN(2)(LN(y3)) yout=LayerNorm(y4)\begin{aligned} \text{Input: } x^{(0)} \in \mathbb{R}^{T \times d} \ y_1 &= x^{(0)} + \frac12\,\text{FFN}^{(1)}(\text{LN}(x^{(0)})) \ y_2 &= y_1 + \text{MHSA}(\text{LN}(y_1)) \ y_3 &= y_2 + \text{ConvModule}(\text{LN}(y_2)) \ y_4 &= y_3 + \frac12\,\text{FFN}^{(2)}(\text{LN}(y_3)) \ y_{\text{out}} &= \text{LayerNorm}(y_4) \end{aligned}

  • Multi-Head Self-Attention incorporates relative positional encoding:

MHSA(Q,K,V)=Concat(headh)WO,headh=softmax([QhWhQ][KhWhK]T/dk+B)[VhWhV]\text{MHSA}(Q,K,V) = \text{Concat}( \text{head}_h ) W^O, \quad \text{head}_h = \text{softmax}\left([Q_h W^Q_h][K_h W^K_h]^T / \sqrt{d_k} + B\right) [V_h W^V_h]

  • The convolution module operates as:

z=Conv1×1(LN(x)),[A,B]=Split(z) g=A⊙σ(B)(GLU gating) c=DepthConv(g), s=Swish(BatchNorm(c)) y=Conv1×1(s)\begin{aligned} z &= \text{Conv}_{1\times1}(\text{LN}(x)), \quad [A,B] = \text{Split}(z) \ g &= A \odot \sigma(B) \quad \text{(GLU gating)} \ c &= \text{DepthConv}(g), \, s = \text{Swish}(\text{BatchNorm}(c)) \ y &= \text{Conv}_{1\times1}(s) \end{aligned}

This architecture enables efficient mixing across both time steps and feature dimensions, with O(T²d) cost for MHSA and O(Tdk) for convolution (T: sequence length; k: kernel). This dual modeling capability has made Conformer the preferred encoder for speech and audio tasks.

2. Architectural Innovations: Dynamic Depth, Gating, and Content-Aware Processing

Research has focused on further optimizing Conformer-encoders through dynamic depth, gating, and frame selection mechanisms:

  • Input-dependent dynamic depth via binary module gating: Each Conformer submodule is paired with a trainable binary gate gl,mg_{l,m}, which, based on pooled network activations, determines whether to execute or skip each module per input (Bittar et al., 2023). Gumbel-Softmax sampling enables differentiability during training, while hard thresholding is used at inference. This allows the encoder to selectively attend and compute on highly relevant regions only, achieving up to 30% compute reduction in continuous speech and up to 97% in background noise without accuracy loss.
  • Intermediate CTC-guided downsampling and key-frame attention: By attaching an intermediate CTC head to earlier Conformer layers, frames are partitioned into 'key' frames (non-blank), allowing subsequent processing to restrict self-attention or drop blank-labeled frames (Fan et al., 2023, Zhu et al., 13 Mar 2024). Key-frame self-attention (KFSA) limits attention to a reduced subset of informative frames, while key-frame downsampling (KFDS) discards up to 60% of input frames, preserving or even improving recognition accuracy and drastically lowering computational cost.
  • Skip-and-Recover ("Skipformer"): Frames are split into crucial, skipping (blank neighbor), and ignoring groups using intermediate CTC posteriors. Only the crucial frames traverse the full encoder depth, while skipping frames are merged back for decoder alignment, yielding a reported 31× reduction in input length and up to 80% faster inference (Zhu et al., 13 Mar 2024).

3. Efficient Computation: Downsampling, Grouped/Windowed Attention, and Device Optimization

Conformer encoders have been enhanced for computational efficiency:

  • Progressive, content-adaptive downsampling: Early encoder stages apply strided convolutional downsampling (e.g., 2×–8× reductions), dramatically collapsing the quadratic cost of attention in later stages (Burchi et al., 2021, Rekesh et al., 2023, Botros et al., 2023). Progressive downsampling blocks can employ depthwise convolutions with GLU gating for both shrinking the time axis and expanding feature dimensions.
  • Grouped multi-head attention and strided attention: The input is partitioned into groups (size gg) and attention is only computed within and between these groups, reducing O(n²d) to O(n²d/g). Strided attention further subsamples queries, lowering cost by factor ss (Burchi et al., 2021). These yield up to 41% inference speedup at minimal accuracy loss.
  • Linearly scalable attention (Fast Conformer): Self-attention is replaced with Longformer-style windowed local attention plus a learnable global token, ensuring strict O(T) scaling. Global context is captured via cross-attention to the token, enabling efficient long-form transcription up to 11 hours and seamless scaling to billion-parameter models (Rekesh et al., 2023). All speed-ups maintain or improve accuracy.
  • Device-optimized variants: Practical Conformer offers low-latency execution by replacing initial blocks with convolution-only (no attention) and further using Performer kernel variants for remaining layers. On-device models achieve 6.8× latency reduction at minimal WER cost, and can serve as standalone encoders or as part of cascaded second-pass ASR (Botros et al., 2023).

4. Topology Search and Multi-Branch Designs

  • Differentiable architecture search (NAS): Darts-Conformer integrates a mutator into Conformer blocks, automatically discovering optimal cell wiring (Macaron FFN, MHA, CNN, FFN) via bi-level optimization (Shi et al., 2021). The resulting topology includes additional skip- and convolution edges and outperforms hand-crafted Conformer baselines.
  • Multi-branch subsampling (HydraSub): HydraFormer encodes multi-rate input scenarios by providing NN downsampling branches, each feeding a shared Conformer encoder. Parameters are decoupled at the branch level but shared within the encoder, yielding adaptable, transferable ASR performance across different sampling regimes and initialization strategies (Xu et al., 8 Aug 2024).

5. Functional Versatility and Application Domains

Conformer encoders are central to a wide spectrum of tasks, often serving as universal feature backbones:

  • Keyword spotting with dynamic depth: Gated streaming Conformer achieves low false-accept/reject rates and allows idle-mode operation by skipping up to 97% computation during silence (Bittar et al., 2023).
  • Multilingual sequence modeling: Dual-decoder Conformer architectures support joint phoneme, grapheme, and language identification via shared encoder outputs, with empirical gains in low-resource and transfer scenarios (N, 2021).
  • Anti-spoofing and audio classification: MFA-Conformer pre-trained on ASR or ASV and fine-tuned with score fusion achieves state-of-the-art EER across spoofing attacks, with added robustness to noise and generalizability (Wang et al., 2023).
  • Speech enhancement: Dual-path and cross-domain Conformer blocks model complex and magnitude spectra jointly, integrating time and frequency attention for denoising and dereverberation (Wang, 2023, Fu et al., 2021).
  • Audio fingerprinting and retrieval: Conformer encoders trained with contrastive objectives produce robust, time-precise embeddings for 3 s clips, exceptionally resilient to misalignment, noise, and distortion (Altwlkany et al., 15 Aug 2025).

6. Stability, Limitations, and Pathological Behaviors

  • Stability in training: Large Conformer models and low-data regimes tend to be unstable and prone to divergence; E-Branchformer, which merges parallel attention and convolution branches, exhibits superior stability (Peng et al., 2023).
  • Decoder interaction and time-axis flipping: AED Conformer encoders sometimes learn to reverse sequence order if the decoder cross-attention collapses to boundary frames, typically when CTC monotonicity is absent. Remedies include intermediate CTC objectives and freezing self-attention during early training (Schmitt et al., 1 Oct 2024).
  • Loss balancing and hyperparameter recommendations: Joint loss weighting, careful optimization scheduling, and empirical ablation are required for optimal performance in complex Conformer-based systems (Shi et al., 2021, Botros et al., 2023, Zhu et al., 13 Mar 2024).

7. Comparative Performance and Quantitative Results

Conformer-based encoders consistently achieve or exceed state-of-the-art results across diverse speech tasks. Representative metrics include:

Model Params WER/Accuracy Speed-up/Savings Notes Paper
Conformer (vanilla) 147.8M 1.72–4.75% baseline ASR, ST, SLU benchmarks (Peng et al., 2023)
Gated Conformer 1.29M F1 0.892–0.960 30–97% MAC skip Keyword spotting, always-on efficiency (Bittar et al., 2023)
Efficient Conformer 13M 2.72–3.57% 28–41% speed-up Progressive/Grouped attention (Burchi et al., 2021)
HydraFormer - Stable WER multi-rate Multi-branch subsampling (Xu et al., 8 Aug 2024)
Darts-Conformer 26.8M 4.7% rel. CER↓ negligible extra NAS cell topology, 0.7 GPU day search (Shi et al., 2021)
Skipformer 12M 3.07–4.27% 22–31× len↓ Dynamic content-based downsampling (Zhu et al., 13 Mar 2024)
Practical Conformer 56M 7.7% (1st) 2.1–6.8× latency Conv-only + Performer, on-device/cascade (Botros et al., 2023)
UFormer - 3.60 DNSMOS n/a Speech dereverberation/enhancement, dual-path (Fu et al., 2021)
Pretrained Conformer - Recall@1 >98% n/a Audio retrieval/fingerprinting, 3 s queries (Altwlkany et al., 15 Aug 2025)

These results underscore the Conformer encoder’s generality, adaptability, and efficiency. Encoder variants leveraging dynamic depth, content-informed skipping, or multi-rate processing provide superior trade-offs in resource-constrained, real-time, or transfer scenarios.


The Conformer-based encoder, through continual architectural refinement, serves as a foundational element in modern audio, speech, and sequential data modeling, combining algorithmic elegance with practical efficiency. Its ongoing development spans both principled design—attention mechanisms, convolutional blocks, NAS—and empirical advances—data-driven stability, resource adaptation, and dynamic computation—cementing its position at the frontier of neural encoder research.

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