Towards Matrix-Parallel and Feature-Scalable 3D Gaussian Splatting Rendering on GPUs

3D Gaussian Splatting (3DGS) has emerged as a mainstream representation for real-time novel view synthesis and 3D reconstruction. However, existing 3DGS rendering pipelines are poorly aligned with modern GPU architectures: depth-sorted alpha compositing introduces strong per-pixel sequential dependencies, limiting parallelism and resulting in scalar Fused Multiply-Add (FMA)-dominated execution that underutilizes high-throughput matrix units such as Tensor Cores. This mismatch becomes more severe for multimodal and semantically enriched 3DGS, where high-dimensional features must be accumulated from millions of Gaussians, leading to rapidly increasing computation and memory costs. To address these challenges, we propose a matrix-parallel rendering framework for feature-scalable 3DGS on modern GPUs. We first identify the sequential dependency of alpha compositing as the key obstacle to efficient high-dimensional feature rendering, and derive an order-independent weighted accumulation formulation that transforms feature rendering into matrix-oriented computation. Our framework features three key designs: i: a tile-based splatting pipeline that maps feature accumulation to warp-level matrix-multiply-accumulate execution on Tensor Cores; ii: a warp-granularity Gaussian packing strategy that mitigates visibility irregularity and improves feature reuse; and iii: a lazy channel-batched feature-fetching pipeline that reduces shared-memory pressure, maintains high warp occupancy, and overlaps memory access with matrix execution for high-dimensional features. Extensive experiments on Mip-NeRF 360, LERF, and 3DOVS demonstrate that our approach enables both high performance and strong scalability for feature-rich 3DGS rendering. Particularly, our method achieves up to 3.8$\times$ speedup over 3DGS and 2$\times$ over TC-GS while preserving rendering quality and semantic accuracy, and further reduces kernel render time by up to 36.7$\times$ for high-dimensional features.