Bibliography

1

J. L. deLyra, ``Fourier Theory on the Complex Plane I - Conjugate Pairs of Fourier Series and Inner Analytic Functions'', arXiv: 1409.2582.

2

J. L. deLyra, ``Fourier Theory on the Complex Plane II - Weak Convergence, Classification and Factorization of Singularities'', arXiv: 1409.4435.

3

J. L. deLyra, ``Fourier Theory on the Complex Plane III - Low-Pass Filters, Singularity Splitting and Infinite-Order Filters'', arXiv: 1411.6503.

4

J. L. deLyra, ``Fourier Theory on the Complex Plane IV - Representability of Real Functions by their Fourier Coefficients'', arXiv: 1502.01617.

5

J. L. deLyra, ``Fourier Theory on the Complex Plane V - Arbitrary-Parity Real Functions, Singular Generalized Functions and Locally Non-Integrable Functions'', arXiv: 1505.02300.

6

See, for example, R. V. Churchill and J. W. Brown, ``Complex Variables and Applications'', McGraw-Hill Book Co., 1995, and the references therein.

7

See, for example, R. V. Churchill and J. W. Brown, ``Fourier Series and Boundary Value Problems'', McGraw-Hill Book Co., 2011, and the references therein.

8

L. Schwartz, ``Théorie des Distributions'', 1-2, Hermann, Paris, (1951).

M. J. Lighthill, ``Introduction to Fourier Analysis and Generalized Functions'', Cambridge University Press, (1959). ISBN 0-521-09128-4.

9

J. L. deLyra, ``Low-Pass Filters, Fourier Series and Partial Differential Equations'', arXiv: 1410.8710.

10

W. Rudin, ``Principles of Mathematical Analysis'', McGraw-Hill, third edition, 1976; ISBN-13: 978-0070542358, ISBN-10: 007054235X.

H. Royden, ``Real Analysis'', Prentice-Hall Inc., third edition, 1988; ISBN-13: 978-0024041517, ISBN-10: 0024041513.