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AN EFFICIENT RECURSIVE ALGORITHM AND AN EXPLICIT FORMULA FOR CALCULATING UPDATE VECTORS OF RUNNING WALSH-HADAMARD TRANSFORM

机译：计算WALSH-HADAMARD变换更新向量的有效递推算法和显式

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2. AN UPDATED HESSIAN FORMULA FOR OPTIMIZING TRANSITION STRUCTURES WHICH EXPLICITLY CONTAINS THE POTENTIAL STRUCTURE OF THE DESIRED TRANSITION VECTOR [J] . Bofill JM. Chemical Physics Letters . 1996,第3a4期

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3. Efficient Algorithms for Running Type-Ⅰ and Type-Ⅲ Discrete Sine Transforms [J] . Vitaly KOBER IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences . 2004,第3期

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4. AN EFFICIENT RECURSIVE ALGORITHM AND AN EXPLICIT FORMULA FOR CALCULATING UPDATE VECTORS OF RUNNING WALSH-HADAMARD TRANSFORM [C] . Barzan Mozafari, Mohammad H. Savoji International Symposium on Signal Processing and its Applications . 2007

机译：一种有效的递归算法和用于计算运行Walsh-Hadamard变换的更新向量的显式公式
5. Recursive time- and order-update algorithms for radial basis function networks. [D] . Fun, Meng Hock. 2001

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6. Comparison of Different Algorithms for Calculating Velocity and Stride Length in Running Using Inertial Measurement Units [O] . Markus Zrenner, Stefan Gradl, Ulf Jensen, 2018

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7. A Running Walsh-Hadamard Transform Algorithm and Its Application to Isotropic Quadratic Filter Implementation [O] . Deng G. 1996

机译：运行中的Walsh-Hadamard变换算法及其在各向同性二次滤波器实现中的应用

AN EFFICIENT RECURSIVE ALGORITHM AND AN EXPLICIT FORMULA FOR CALCULATING UPDATE VECTORS OF RUNNING WALSH-HADAMARD TRANSFORM

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