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1 
Almost Periodic Functions of Several VariablesRattray, Basil A. January 1949 (has links)
Handwritten mathematical equations throughout.

2 
Structural stability of periodic systemsChen, Mingxiang 12 1900 (has links)
No description available.

3 
Contributions to the theory of almost periodic differential equations /Hu, Zuosheng, January 1900 (has links)
Thesis (Ph. D.)Carleton University, 2001. / Includes bibliographical references (p. 118133). Also available in electronic format on the Internet.

4 
Norm Inequalities for the Fourier Coefficients of Some Almost Periodic FunctionsUnknown Date (has links)
Using C. Fefferman's embedding of a charge space in a measure space allows us to apply standard interpolation theorems to the establishment of norm inequalities for Besicovitch almost periodic functions. This yields a significant improvement to the results of A. Avantaggiati, G. Bruno and R. Iannacci. / Includes bibliography. / Dissertation (Ph.D.)Florida Atlantic University, 2019. / FAU Electronic Theses and Dissertations Collection

5 
A perturbation solution for forced response of systems displaying eigenvalue veering and mode localizationPham, Hoang 08 1900 (has links)
No description available.

6 
Om en klasse naestenperiodiske analytiske funktionerPetersen, Richard. January 1933 (has links)
ThesisCopenhagen. / "Litteraturfortegnelse": p. [93]94.

7 
Om en klasse naestenperiodiske analytiske funktioner,Petersen, Richard. January 1933 (has links)
ThesisCopenhagen. / "Litteraturfortegnelse": p. [93]94.

8 
Inexact Newton methods applied to underdetermined systemsSimonis, Joseph P. January 2006 (has links)
Dissertation (Ph.D.)Worcester Polytechnic Institute. / Keywords: Periodic Solutions, UnderDetermined Systems, Continuation, Nonlinear Eigenvalue, Inexact Newton Methods, Newton's Method, Trust Region Methods Includes bibliographical references (p.9395).

9 
A set of almost periodic discontinuous functionsDíaz, Lolimar, Naulin, Raúl 25 September 2017 (has links)
In this paper the non density of AP, the set of almost periodic functions in the sense of Bohr, in the space S of almost periodic functions in the sense of Stepanov is proven.

10 
A duality approach to spline approximationBonawitz, Elizabeth Ann 02 March 2006 (has links)
This dissertation discusses a new approach to spline approximation. A periodic spline approximation 𝑓<sub>M,m,N</sub>(x) = Σ<sub>k=1</sub><sup>N</sup>α<sub>k</sub>Φ<sub>M,k</sub>(x) to a periodic function 𝑓(x) is determined by requiring < Φ<sub>m,j</sub>, 𝑓  𝑓<sub>M,m,N</sub> > = 0 for j = 1,...,N, where the Φ<sub>L,k</sub>'s are the unique periodic spline basis functions of order 𝐿. Error estimates, examples and some relationships to wavelets are given for the case M  m = 2μ. The case M  m = 2µ + 1 is briefly discussed but not completely explored. / Ph. D.

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