paper-with-me

Papers

PhaseGen: A Diffusion-Based Approach for Complex-Valued MRI Data Generation

2025-04-10 · Moritz Rempe, Fabian Hörst, Helmut Becker, Marco Schlimbach, Lukas Rotkopf, Kevin Kröninger, Jens Kleesiek

Magnetic resonance imaging (MRI) raw data, or k-Space data, is complex-valued, containing both magnitude and phase information. However, clinical and existing Artificial Intelligence (AI)-based methods focus only on magnitude images, discarding the phase data despite its potential for downstream tasks, such as tumor segmentation and classification. In this work, we introduce $\textit{PhaseGen}$, a novel complex-valued diffusion model for generating synthetic MRI raw data conditioned on magnitude images, commonly used in clinical practice. This enables the creation of artificial complex-valued raw data, allowing pretraining for models that require k-Space information. We evaluate PhaseGen on two tasks: skull-stripping directly in k-Space and MRI reconstruction using the publicly available FastMRI dataset. Our results show that training with synthetic phase data significantly improves generalization for skull-stripping on real-world data, with an increased segmentation accuracy from $41.1\%$ to $80.1\%$, and enhances MRI reconstruction when combined with limited real-world data. This work presents a step forward in utilizing generative AI to bridge the gap between magnitude-based datasets and the complex-valued nature of MRI raw data. This approach allows researchers to leverage the vast amount of avaliable image domain data in combination with the information-rich k-Space data for more accurate and efficient diagnostic tasks. We make our code publicly $\href{https://github.com/TIO-IKIM/PhaseGen}{\text{available here}}$.

📄 PDF Abstract BibTeX arXiv:2504.07560

Code (1)

TIO-IKIM/PhaseGen 공식 구현 pytorch

Tasks

DiagnosticMRI ReconstructionSkull StrippingTumor Segmentation

Methods 이 논문이 사용한 방법론

Diffusion Diffusion models generate samples by gradually removing noise from a signal, and their training objective can be expressed as a reweighted variational lower-bound…
Focus 설명 없음

Similar Papers 제목 키워드 기반

D2C: Unlocking the Potential of Continuous Autoregressive Image Generation with Discrete Tokens

2025-03-21 · Panpan Wang, LiQiang Niu, Fandong Meng, Jinan Xu 외

In the domain of image generation, latent-based generative models occupy a dominant status; however, these models rely heavily on image tokenizer. To meet modeling requirements, autoregressive models possessing the chara…

Conditional Image GenerationImage Generation

Adversarial Audio Synthesis with Complex-valued Polynomial Networks

2022-06-14 · Yongtao Wu, Grigorios G Chrysos, Volkan Cevher

Time-frequency (TF) representations in audio synthesis have been increasingly modeled with real-valued networks. However, overlooking the complex-valued nature of TF representations can result in suboptimal performance a…

Audio GenerationAudio Synthesis

Parallel Complex Diffusion for Scalable Time Series Generation

2026-02-10 · Rongyao Cai, Yuxi Wan, Kexin Zhang, Ming Jin 외 arxiv

Diffusion models learn data distributions indirectly through denoising, making the difficulty of generative modeling closely tied to the dependency structure of data. For time series, strong temporal dependence forces th…

Computational Efficiency

RF-Diffusion: Radio Signal Generation via Time-Frequency Diffusion

2024-04-14 · Guoxuan Chi, Zheng Yang, Chenshu Wu, Jingao Xu 외

Along with AIGC shines in CV and NLP, its potential in the wireless domain has also emerged in recent years. Yet, existing RF-oriented generative solutions are ill-suited for generating high-quality, time-series RF data …

Time Series

Complex Diffusion Maps with $ω$-Parameterized Kernels Revealing Inherent Harmonic Representations

2026-05-03 · Tongzhen Dang, Weiyang Ding, Michael K. Ng arxiv

In this paper, we propose Complex Diffusion Maps (CDM), a novel diffusion mapping framework that aims to reveal the dominant complex harmonics of high-dimensional data. Inspired by the local Gaussian kernel relevant to t…

Computational Efficiency