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一个用JAVA实现的快速傅里叶变换算法小程序,Use JAVA to achieve a fast Fourier transform algorithm applet
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用java语言编写快速傅立叶变换(fft)程序,,这个程序的算法是《算法引论—一种创造性方法》中的算法-Using java language fast Fourier transform (fft) program, the program algorithm is the " Introduction to Algorithms- A creative approach" in the algorithm
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source codes for Fast Fourier Transform
Anti-Alias Filter including analyzer signal generator codes. in java-source codes for Fast Fourier Transform
Anti-Alias Filter including analyzer signal generator codes. in java
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Fast Fourier Transform filter design
including spectrum analyzer codes in java
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java实现快速傅立叶变化,希望互相学习学习-Fast Fourier Transform
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三种java实现快速傅里叶变换的代码,实现快速傅里叶变换算法的主要功能-Three java implementation of Fast Fourier Transform code, the main function of the fast Fourier transform algorithm
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用JAVA语言实现的一个数字图像的傅立叶变换和离散余弦变换。用到了傅立叶变换的快速算法FFT和离散余弦变换DCT。
-JAVA programming language to achieve a digital image of the Fourier transform and discrete cosine transform. Use of the Fourier transform, fast algorithm FFT and discrete cosine transform D
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一个用JAVA实现的一维,二维,三维快速傅里叶变换算法的源代码-A JAVA implementation of a one-dimensional, two-dimensional, three-dimensional fast Fourier transform algorithm source code
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JAVA实现的快速傅里叶变换机器逆变换的代码,带界面-Fast Fourier Transform machine code of the inverse transform
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一维的快速傅里叶变换。输入2n次方数组。输出变换后的系数数组。非递归实现-One-dimensional Fast Fourier Transform. Enter 2n th array. Transformed coefficients output array. Non-recursive implementation
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数字图像处理,实现直方图变换、灰度线性拉伸、快速傅里叶变换。-Digital image processing, histogram transformation, gray linear stretch, the fast Fourier transform.
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对图片进行快速傅立叶转换FFT,已经调试过了,可以运行,并且有注释-deal with an image by fast fourier transform(FFT)
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个人写的一维快速傅里叶运行环境,运行成功,求指教,内有三个版本,test_orderForier 计算出输入数组的顺序,成功。
test_line 计算一维数据的傅立叶变换,实验中。 完成
test_line1 优化,进行中 将函数从main文件中提取出来。
test_line2 傅立叶反变换。改变参数接口,成功,证明反变换是用波形函数作为输入,而不是频谱值
vc6.0,-Personal one-dimensional fast Fourier write operat
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图像二维离散快速傅里叶变换(FFT)算法和C实现-Dimensional discrete Fast Fourier Transform (FFT) algorithm implemented in C
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JAVA实现快速傅里叶变换FFT功能,实数和复数都可以实现傅里叶变换-JAVA Fast Fourier Transform FFT functions, real and complex Fourier transformation can be achieved
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