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Analytical modeling of coreless stator axial flux permanent magnet machines under no-load condition. [PDF]
Sci RepRezaee-Alam F.
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A Bayesian ARMA Probability Density Estimator. [PDF]
Entropy (Basel)Hart JD.
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Mathematical Notes, 2020
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Fourier series and Fourier–Haar series for stochastic measures
Theory of Probability and Mathematical Statistics, 2018zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Radchenko, V. M., Stefans'ka, N. O.
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Russian Mathematical Surveys, 1961
CONTENTS § 1. Introduction § 2. Definitions and auxiliary propositions § 3. Theorems on summable series § 4. Zahorski' s construction § 5. Haar series § 6. Basic series § 7. Trigonometric series § 8. Walsh series § 9. Series in terms of complete orthonormal systems § 10. Weakly unconditionally convergent series § 11.
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CONTENTS § 1. Introduction § 2. Definitions and auxiliary propositions § 3. Theorems on summable series § 4. Zahorski' s construction § 5. Haar series § 6. Basic series § 7. Trigonometric series § 8. Walsh series § 9. Series in terms of complete orthonormal systems § 10. Weakly unconditionally convergent series § 11.
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Periodic Hyperfunctions and Fourier Series Fourier Series
1992We have now almost finished the general discussion of hyperfunctions. From now on we shall attempt to apply this general theory to various cases. In this chapter we study periodic hyperfunctions. Then we shall see that the theory of Fourier series is naturally absorbed into the theory of Fourier transformations.
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