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程序代写 Advanced Optimisation with Python

Advanced Optimisation with Python • Course introduction • Canvas • Syllabus • Assessments • Software Copyright By PowCoder代写 加微信 powcoder • Optimisation • Quick refresher • Solving MIPs Course Introduction • Formulate and solve real-life problems using solvers • Mixed Integer Programming (MIP) • Develop computational optimisation skills to tackle complex problems • Column generation […]

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CS代考计算机代写 Java gui Fortran data science assembly matlab python STAT 513/413: Lecture 2 And now to computing

STAT 513/413: Lecture 2 And now to computing (starting with R) Computing environment (≈ language) Long ago: machine code → assembly language Programming languages: Fortran, Pascal, C(++), Java First time a bit comfortable: Matlab (Octave?) First dedicated for data-analysis: Lisp(-Stat) Very fashionable now: Python Dedicated for data-analysis: S → S-Plus → R Our choice: R

CS代考计算机代写 Java gui Fortran data science assembly matlab python STAT 513/413: Lecture 2 And now to computing Read More »

CS代考计算机代写 matlab flex algorithm STAT 513/413: Lecture 4 Mostly linear algebra

STAT 513/413: Lecture 4 Mostly linear algebra (first non-trivialities perhaps) A tale of expert code I: floating point arithmetics Floating-point arithmetics: numbers are represented as base ∗ 10exponent – which has inevitable consequences > 0.000001*1000000 [1] 1 > x=0; for (k in (1:1000000)) x=x+0.000001 >x [1] 1 > x-1 [1] 7.918111e-12 > x=1000000; for (k

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CS代考计算机代写 matlab chain STAT 513/413: Lecture 5 Another bit of linear algebra

STAT 513/413: Lecture 5 Another bit of linear algebra (solving equations) Recall Lecture 4: solving equations The theory for a linear model y ∼ Xβ may suggest to obtain the least squares estimates via the formula b = (XTX)−1XTy but experts in numerical computations know that it should be done rather via solving (the system

CS代考计算机代写 matlab chain STAT 513/413: Lecture 5 Another bit of linear algebra Read More »

程序代写 ECE5884 Wireless Communications Quiz 8 Due: 19th September 2022

ECE5884 Wireless Communications Quiz 8 Due: 19th September 2022 1. A channel 𝐡 is defined by its impulse response with h[0] = 0.5, h[1] = 𝑗/2, and h[2] = 0.4𝑒𝑥𝑝(𝑗𝜋/5). Use Matlab to calculate the Least Squares Equalizer of length 𝐿𝑓 = 5. The LS Equalizer is given by squared error corresponding to a delay

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CS代考计算机代写 matlab fprintf( ‘————————————-\n’ );

fprintf( ‘————————————-\n’ ); fprintf( ‘Q 1\n’ ); fprintf( ‘————————————-\n’ ); fprintf( ‘Q 1.1\n’ ); M_scale = [ 3 0; 0 2 ]; fprintf( ‘Scaling: \n’) % Transpose just to fix matlab printing fprintf( ‘%5.2f %5.2f\n’, M_scale’ ); fprintf( ‘\n\n’) fprintf( ‘Q 1.2\n’ ); H_x = [ 1 2; 0 1 ]; fprintf( ‘Shear x: \n’)

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CS代考计算机代写 decision tree data structure data mining finance matlab deep learning Bioinformatics AI ER ant information theory Bayesian algorithm database DNA Excel Hive cache flex scheme chain Concise Machine Learning

Concise Machine Learning Jonathan Richard Shewchuk May 26, 2020 Department of Electrical Engineering and Computer Sciences University of California at Berkeley Berkeley, California 94720 Abstract This report contains lecture notes for UC Berkeley’s introductory class on Machine Learning. It covers many methods for classification and regression, and several methods for clustering and dimensionality reduction. It

CS代考计算机代写 decision tree data structure data mining finance matlab deep learning Bioinformatics AI ER ant information theory Bayesian algorithm database DNA Excel Hive cache flex scheme chain Concise Machine Learning Read More »