事实上小波分析的应用领域十分广泛，它包括：数学领域的许多学科；信号分析

事实上小波分析的应用领域十分广泛，它包括：数学领域的许多学科；信号分析、图象处理；量子力学、理论物理；军事电子对抗与武器的智能化；计算机分类与识别；音乐与语言的人工合成；医学成像与诊断；地震勘探数据处理；大型机械的故障诊断等方面；例如，在数学方面，它已用于数值分析、构造快速数值方法、曲线曲面构造、微分方程求解、控制论等。在信号分析方面的滤波、去噪声、压缩、传递等。在图象处理方面的图象压缩、分类、识别与诊断，去污等。在医学成像方面的减少B超、CT、核磁共振成像的时间，提高分辨率等。

結果 (英文) 1:

Actually Wavelet analysis of application area is widely, it including: mathematics area of many discipline; signal analysis, and figure like processing; quantum mechanics, and theory physical; military electronic confrontation and weapons of smart of; computer classification and recognition; music and language of artificial synthesis; medical imaging and diagnosis; earthquake exploration data processing; large machinery of fault diagnosis, aspects; such as, in mathematics aspects, it has for numerical analysis, and constructed fast numerical method, and curve surfaces constructed, and differential equation solution, and cybernetics,. Filter in signal analysis, denoising, compression, transmission, and so on. Image compression in image processing, classification,Identification and diagnosis, decontamination, and so on. Medical imaging of the decrease in b-mode ultrasound and CT, magnetic resonance imaging, improving resolution.

結果 (英文) 2:

In fact the application of wavelet analysis of a wide range of areas, including: many disciplines of mathematics fields; signal analysis, image processing; quantum mechanics, theoretical physics; military intelligence and electronic warfare weapons; computer classification and identification; music and language Synthetic; medical imaging and diagnosis; seismic data processing; aspects such as large machinery fault diagnosis; For example, in mathematics, numerical analysis it has been used to construct fast numerical methods, curve and surface structure, differential equations, control theory, etc. . Filtering the signal analysis, to noise, compression, transmission, etc. In image processing image compression, classification, identification and diagnosis, decontamination, etc. Reduction in medical imaging B-, CT, magnetic resonance imaging time and improve resolution and so on.

結果 (英文) 3:

Application of wavelet analysis in fact is very wide, it includes many disciplines: mathematics; signal analysis, image processing, the theory of quantum mechanics; physics; intelligent military electronic warfare and weapons; computer classification and identification; artificial synthesis of music and language; medical imaging and diagnosis; seismic data processing; large scale mechanical fault diagnosis; for example, in mathematics, which has been used for numerical analysis, structure of fast numerical method, curve and surface structure, solving differential equations, control theory and so. In signal analysis, noise filtering, compression, transmission. In image processing, image compression, classification,Identification and diagnosis, decontamination. In medical imaging, CT reduced B ultrasound, magnetic resonance imaging time, improve the resolution etc..