核心概念
Introducing a simplified approach to Diffusion Schrödinger Bridge for improved generative modeling.
要約
The paper introduces a novel theoretical simplification of the Diffusion Schrödinger Bridge (DSB) to enhance generative modeling. By unifying Score-based Generative Models (SGMs) with DSB, the limitations of DSB in complex data generation are addressed. The proposed reparameterization technique improves network fitting capabilities, leading to faster convergence and enhanced performance. Extensive experimental evaluations confirm the effectiveness of the simplified DSB, paving the way for advanced generative modeling.
1. Introduction
- SGMs require tailored noise schedules for diverse tasks.
- SB problem aims to find optimal transition between distributions.
- DSB simplifies joint distribution optimization into conditional distribution problems.
2. Score-based Generative Models
- SGMs connect two distributions through dual processes.
- Forward process transitions data distribution towards prior distribution.
- Backward process converts prior back to data distribution using neural networks.
3. Schrödinger Bridge and Diffusion Schrödinger Bridge
- SB constructs transition between arbitrary distributions.
- DSB approximates joint distribution optimization as conditional distribution problems.
- Iterative Proportional Fitting method addresses SB problem complexity.
Data Extraction:
- "By employing SGMs as an initial solution for DSB, our approach capitalizes on the strengths of both frameworks."
- "Our contributions pave the way for advanced generative modeling."
統計
By employing SGMs as an initial solution for DSB, our approach capitalizes on the strengths of both frameworks.
Our contributions pave the way for advanced generative modeling.
引用
"Our contributions pave the way for advanced generative modeling."