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calculate the pedulum
Date : 2025-05-20 Size : 1kb User : 杨学铭

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Sunspot data
Date : 2025-05-20 Size : 82kb User : cwhe_10

Some decomposed Hilbert-Huang transform, marginal spectrum, instantaneous energy, instantaneous frequency. . . Good, worth a visit. .
Date : 2025-05-20 Size : 9.56mb User : li

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it is note on a The EMS concept comprises hardware and software for the purpose of monitoring and controlling the power system. Typically, the function of monitoring is fully automated. Control functions, however, are ei
Date : 2025-05-20 Size : 292kb User : firaol

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market success involved not making small, incremental changes slowly, but rather, making major changes quickly. In this respect, GE operates more like a small company than the enormous one it is.
Date : 2025-05-20 Size : 214kb User : firaol

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The GS method is an iterative algorithm for solving non linear algebraic equations. An initial solution vector is assumed, At every subsequent iteration, the solution is updated till convergence is reached. The GS method
Date : 2025-05-20 Size : 2.83mb User : firaol

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Digital Image processing
Date : 2025-05-20 Size : 1kb User : 颜鹏

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Compiler principle LL (1) analysis of experimental report C language
Date : 2025-05-20 Size : 46kb User : 于欣越

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Redondance, diversité et parcimonie sont les mots clés du codage correcteur d’erreurs. Du cô té du décodage, il s’y ajoute l’efficacité, c’est-à-dire le souci de tirer le meilleur parti de toutes les informations dis
Date : 2025-05-20 Size : 5.09mb User : amine

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Coded modulation (CM) is the combination of forward error correction (FEC) and multilevel constellations. Coherent optical communication systems result in a four-dimensional (4D) signal space, which naturally leads to 4D
Date : 2025-05-20 Size : 532kb User : kc

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Systems of linear equations Our Matlab function for naive Gaussian elimination looks like this: function x = naiv_gauss(A,b) n = length(b) x = zeros(n,1) for k=1:n-1 forward elimination for i=k+1:n xmult = A(i,k)/A(k,k)
Date : 2025-05-20 Size : 37kb User : amine

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1 Introduction 1.1 Traitement d’image Le traitement d’images est une discipline de l’informatique et des math′ematiques appliqu′eesqui ′etudie les images num′eriques et leurs transformations, dans le but d’am′eliorer leu
Date : 2025-05-20 Size : 11kb User : amine
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