论文标题
多模式指数修改的高斯振荡器
Multimodal Exponentially Modified Gaussian Oscillators
论文作者
论文摘要
声学建模服务于音频处理任务,例如De-Noing,数据重建,基于模型的测试和分类。先前的工作涉及多个高斯分布或单个不对称高斯曲线的波封的信号参数化,这两者都足够很好地表示超级强加的回声。这项研究提出了一个三阶段的多模式指数修改的高斯(MEMG)模型,其可选振荡术语将捕获的回声视为时间域中单变量概率分布的叠加。这样,可以完全恢复患有伪影的合成超声信号,并得到定量评估的支持。进行真实的数据实验以证明获得的特征的分类能力,并在不同时间点检测到对象反射。该代码可在https://github.com/hahnec/multimodal_emg上找到。
Acoustic modeling serves audio processing tasks such as de-noising, data reconstruction, model-based testing and classification. Previous work dealt with signal parameterization of wave envelopes either by multiple Gaussian distributions or a single asymmetric Gaussian curve, which both fall short in representing super-imposed echoes sufficiently well. This study presents a three-stage Multimodal Exponentially Modified Gaussian (MEMG) model with an optional oscillating term that regards captured echoes as a superposition of univariate probability distributions in the temporal domain. With this, synthetic ultrasound signals suffering from artifacts can be fully recovered, which is backed by quantitative assessment. Real data experimentation is carried out to demonstrate the classification capability of the acquired features with object reflections being detected at different points in time. The code is available at https://github.com/hahnec/multimodal_emg.