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Theory fourier analysis
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Part 2 book "Numerical methods for chemical engineering" includes content: Numerical optimization, boundary value problems, probability theory and stochastic simulation, bayesian statistics and parameter estimation, fourier analysis.
263p
muasambanhan09
12-03-2024
1
0
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Part 1 book "Classical and modern optics" includes content: Review of linear algebra, ray optics, fourier analysis, review of electromagnetic theory, interference, gaussian beams, fabry–perot cavities, polarization, fresnel relations.
172p
muasambanhan07
08-02-2024
0
0
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Part 2 book "Schaum's outline of theory and problems of electric circuits" includes content: AC power; polyphase circuits; frequency response, filters, and resonance; two port networks; mutual inductance and transformers; circuit analysis using spice and pspice; the laplace transform method; fourier method of waveform analysis.
251p
muasambanhan06
01-02-2024
5
2
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Part 1 book "Mathematics for physics and physicists" includes content: Reminders - convergence of sequences and series, measure theory and the lebesgue integral, integral calculus, complex analysis i, complex analysis ii, conformal maps, distributions i, distributions ii, hilbert spaces fourier series, fourier transform of functions, fourier transform of distributions, the laplace transform.
379p
muasambanhan02
18-12-2023
4
1
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Ebook "Schaum outline in theory and problems of signals and systems" includes content: Signals and systems, linear time invariant systems, laplace transform and continuous time lti systems, the z-transform and discrete time lti-systems, fourier analysis of continuous time signals and systems,...and other contents.
483p
haojiubujain07
20-09-2023
4
4
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Part 1 book "Applied digital signal processing - Theory and practic" includes content: Introduction, discrete-time signals and systems, the z-transform, fourier representation of signals, transform analysis of LTI systems, sampling of continuous time signals, the discrete fourier transform.
450p
oursky02
07-08-2023
10
5
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Continued part 1, part 2 of ebook "Excursions in harmonic analysis - Volume 3: The February fourier talks at the Norbert Wiener center" provide readers with content including: gabor theory; the HRT conjecture and the zero divisor conjecture for the heisenberg group; the abc-problem for gabor systems and uniform sampling in shift-invariant spaces; on various levels of linear independence for integer translates of a finite number of functions; RADAR and communications - design, theory, and applications;...
176p
dieptieuung
19-07-2023
4
3
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Part 1 of ebook "Excursions in harmonic analysis - Volume 3: The February fourier talks at the Norbert Wiener center" provide readers with content including: special topics in harmonic analysis; the algebra of elimination; Hodge-de Rham theory of K-forms on carpet type fractals; applications and algorithms in the physical sciences; biosequence time–frequency processing - pathogen detection and identification; wavelet–shearlet edge detection and thresholding methods in 3D;...
168p
dieptieuung
19-07-2023
2
2
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part 2 book “complex analysis for mathematics and engineering” has contents: residue theory, conformal mapping, applications of harmonic functions, fourier series and the laplace transform, undergraduate student research projects.
273p
tieu_vu13
06-08-2018
28
2
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(bq) part 2 book "a student’s guide to fourier transforms" has contents: applications 2 - signal analysis and communication theory; applications 3 - interference spectroscopy and spectral line shapes; two dimensional fourier transforms, multi dimensional fourier transforms; the formal complex fourier transform; discrete and digital fourier transforms.
81p
bautroibinhyen20
06-03-2017
42
5
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(bq) part 2 book "fundamental numerical methods and data analys" has contents: numerical solution of differential and integral equations; least squares, fourier analysis, and related approximation norms; probability theory and statistics; sampling distributions of moments, statistical tests, and procedures.
148p
bautroibinhyen20
06-03-2017
40
4
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(bq) part 2 book "signals and systems using matlab" has contents: sampling theory, discrete-time signals and systems, the z-transform, fourier analysis of discrete time signals and systems, introduction to the design of discrete filters, applications of discrete time signals and systems
336p
bautroibinhyen20
06-03-2017
41
6
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(bq) each outline presents all the essential course information in an easy-to-follow, topic-by-topic format. you also get hundreds of examples, solved problems, and practice exercises to test your skills.
112p
bautroibinhyen19
02-03-2017
48
5
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(bq) fully compatible with your classroom text, schaum's highlights all the important facts you need to know. use schaum's to shorten your study time-and get your best test scores!
85p
bautroibinhyen19
02-03-2017
25
3
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Analytic number theorists usually seek to show that sequences which appear naturally in arithmetic are “well-distributed” in some appropriate sense. In various discrepancy problems, combinatorics researchers have analyzed limitations to equidistribution, as have Fourier analysts when working with the “uncertainty principle”. In this article we find that these ideas have a natural setting in the analysis of distributions of sequences in analytic number theory, formulating a general principle, and giving several examples. ...
44p
noel_noel
17-01-2013
53
6
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We characterize precisely the possible rate of decay of the anti-analytic half of a trigonometric series converging to zero almost everywhere. 1. Introduction 1.1. In 1916, D. E. Menshov constructed an example of a nontrivial trigonometric series on the circle T ∞ (1) n=−∞ c(n)eint which converges to zero almost everywhere (a.e.). Such series are called nullseries. This result was the origin of the modern theory of uniqueness in Fourier analysis, see [Z59], [B64], [KL87], [KS94]. Clearly for such a series |c(n)|2 = ∞.
33p
noel_noel
17-01-2013
35
5
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This book focuses on the Fourier transform applications in the analysis of some types of materials. The field of Fourier transform has seen explosive growth during the past decades, as phenomenal advances both in research and application have been made. During the preparation of this book, we found that almost all the textbooks on materials analysis have a section devoted to the Fourier transform theory. Most of those describe some formulas and algorithms, but one can easily be lost in seemingly incomprehensible mathematics.
270p
bachduong1311
10-12-2012
60
7
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Modelling and computations in electromagnetics is a quite fast-growing research area. The recent interest in this field is caused by the increased demand for designing complex microwave components, modeling electromagnetic materials, and rapid increase in computational power for calculation of complex electromagnetic problems. The first part of this book is devoted to the advances in the analysis techniques such as method of moments, finite-difference time- domain method, boundary perturbation theory, Fourier analysis, mode-matching method, and analysis based on circuit theory....
0p
kimngan_1
05-11-2012
56
2
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During the preparation of this book, we found that almost all the textbooks on signal analysis have a section devoted to the Fourier transform theory. The Fourier transform is a mathematical operation with many applications in physics, and engineering that express a mathematical function of time as a function of frequency, known as its frequency spectrum; Fourier's theorem guarantees that this can always be done.
312p
bi_bi1
08-07-2012
65
8
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This book focuses on the Fourier transform applications in the analysis of some types of materials. The field of Fourier transform has seen explosive growth during the past decades, as phenomenal advances both in research and application have been made. During the preparation of this book, we found that almost all the textbooks on materials analysis have a section devoted to the Fourier transform theory. Most of those describe some formulas and algorithms, but one can easily be lost in seemingly incomprehensible mathematics....
272p
wqwqwqwqwq
06-07-2012
99
28
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