N. Ahmed a.o.: On notation and definition of terms related to a class of complete orthogonal functions. IEEE Trans. El. Compat. EMC-15 (1973), 75-80. L. Balashov: On series with monotone coefficients with respect to the Walsh system. Sib. Mat. Zh. 12/1 (1971), 25-39. L. Balashov/A. Rubinshtein: Series in the Walsh system and their generalization. Itogi Nauki 1970/1971, 147-202. K. Beauchamp: Walsh functions and their applications. Academic Press 1975. 24494 M. Bespalov: New enumeration of Walsh matrices. Probl. Inf. Transm. 45/4 (2009), 333-342. P. Butzer/H. Wagner: Walsh-Fourier series and the concept of a derivative. Applicable Analysis 3 (1973), 29-46. P. Butzer/H. Wagner: On dyadic analysis based on the pointwise dyadic derivative. Analysis Math. 1 (1975), 171-196. 8434 H. Chrestenson: A class of generalized Walsh functions. Pacific J. Math. 5 (1955), 17-31. 24243 Gilbert Demengel: Transformations de Fourier generalisees. Ellipses 1999, 290p. Eur 23. 24171 Josef Dick: Walsh spaces containing smooth functions and Quasi-Monte Carlo rules of arbitrary high order. SIAM J. Num. An. 46 (2008), 1519-1553. 8456 Douglas Elliott/K. Ramamohan Rao: Fast transforms. Academic Press 1982, 485p. $111. Contents: Introduction, Fourier series and Fourier transforms, Discrete Fourier transforms, Fast Fourier transform algorithms, FFT algorithms that reduce multiplications, DFT filter shapes and shaping, Spectral analysis using the FFT, Walsh-Hadamard transforms, The generalized transform, Discrete orthogonal transforms, Number theoretic transforms. 24368 Alessandro Figa'-Talamanca/Enrico Rogora: Serie di Fourier e di Fourier-Walsh. Internet 2005, 83p. 23256 N. Fine: On the Walsh functions. Trans. AMS 65 (1949), 372-414. N. Fine: The generalized Walsh-functions. Trans. AMS 69 (1950), 66-67. N. Fine: Cesaro summability of Walsh-Fourier series. Proc. Nat. Ac. Sci. USA 41 (1955), 588-591. 24186 György Gat: Reconstruction of functions via Walsh-Fourier coefficients. Springer LN CS 6928 (2012), 351-358. 8569 Eugen Gaus'': Walsh-Funktionen fu''r Ingenieure und Naturwissenschaftler. Teubner 1994, 280p. 3-519-02099-8. DM 40. 24495 F. Ghaini/R. Bidoki: Two new recursive methods for construction of Walsh matrices of order 2n. Int. J. Pure Appl. Math. 32/2 (2006), 263-272. 8457 C. Goffman/G. Pedrick: First course in functional analysis. Prentice Hall (?) 1965. J. Gosselin: Almost everywhere convergence of Vilenkin-Fourier series. Trans. AMS 185 (1973), 345-370. Ze-lin He: Notes on Walsh approximation. J. Nanjing Univ. 4 (1981), 409-418. Ze-lin He: General linear summation of Vilenkin-Fourier series. Acta Math. Hung. 46 (1985), 285-295. Ze-lin He: On representation of quasi-convex functions by L(R+)-Walsh transforms. J. Nanjing Univ. Math. Biquarterly 1 (1987), 15-20. 8435 Ze-lin He/David Mustard: The type of the maximal operators of a class of Walsh convolution operators. Proc. AMS 116 (1992), 711-719. 24170 Peter Hellekalek/Hannes Leeb: Dyadic diaphony. Acta Arithmetica 80/2 (1997), 187-196. 8455 Stefan Kaczmarz/Hugo Steinhaus: Theorie der Orthogonalreihen. Chelsea 1951. M. Karpovski: Finite orthogonal series in the design of digital devices. Wiley 1976. 24185 Reuven Kitai/Karl-Hans Siemens: Comments on "A simplified definition of Walsh functions" [by R. Lackey and D. Meltzer]. IEEE Trans. Comp. ... (1972), 512. 24491 Andreas Klotz: Aspekte von Walsh-Funktionen. Diplomarbeit Univ. Wien 2002, 128p. R. Lackey/D. Meltzer: A simplified definition of Walsh functions. IEEE Trans. Comput. C-20 (1971), 211-213. N. Ladhawala: Absolute summability of Walsh-Fourier series. Pacific J. Math. 65 (1976), 103-108. 24189 W. Lang: Wavelet analysis on the Cantory dyadic group. Houston J. Math. 24/3 (1998), 533-544. 7693 Gerhard Larcher/Wolfgang Schmid: Multivariate Walsh series, digital nets and quasi-Monte-Carlo integration. In 7668 Niederreiter/, 252-262. 8508 Gerhard Larcher/Wolfgang Schmid/Reinhard Wolf: Representation of functions as Walsh series to different bases and an application to the numerical integration of high-dimensional Walsh series. Math. Comp. 63 (1994), 701-716. 8509 Gerhard Larcher/Claudia Traunfellner: On the numerical integration of Walsh series by number-theoretic methods. Math. Comp. 63 (1994), 277-291. Roman Liedl: Über eine spezielle Klasse von stark multiplikativ orthogonalen Funktionensystemen. Monatshefte Math. 68 (1964), 130-137. 20481 Roman Liedl: Walshfunktionen und endlichdimensionale Hilberträume. Monatshefte Math. 70 (1966), 342-348. Roman Liedl: U''ber gewisse Funktionale im Raum C^{(v)}[0,1] und Walsh-Fourier-Koeffizienten. Monatshefte Math. 72 (1968), 38-44. 24169 Luis Daniel Lopez-Sanchez/Jose' Maria Martell/Javier Parcet: Dyadic harmonic analysis beyond doubling measures. Internet 2012, 44p. 10233 George Morgenthaler: On Walsh-Fourier series. Trans. AMS 84 (1957), 472-507. 7668 Harald Niederreiter/Peter Shiue (ed.): Monte Carlo and quasi-Monte-Carlo methods in scientific computing. Springer 1995, 390p. DM 78. C. Onneweer: Differentiability for Rademacher series on groups. Acta Sci. Math. 39 (1977), 121-128. R. Paley: A remarkable system of orthogonal functions. Proc. London Math. Soc. 34 (1932), 241-279. F. Pichler: Das System der sal- und cal-Funktionen als Erweiterung des Systems der Walsh-Funktionen und die Theorie der sal- und cal-Fourier- transformation. Dissertation Innsbruck 1967. 21903 Gottlieb Pirsic: Schnell konvergierende Walsh-Reihen über Gruppen. Master thesis Salzburg 1995, 73p. 21904 Gottlieb Pirsic: Embedding theorems and numerical integration of Walsh series over groups. PhD thesis Salzburg 1997, 48p. 24194 Mikhail Plotnikov: Quasi-measures and Walsh series. Facta Univ. Nis El. En. 21/3 (2008), 267-273. J. Price: Certain groups of orthonormal step functions. Can. J. Math. 9 (1957), 413-425. Hans Rademacher: Einige Saetze von allgemeinen Orthogonalfunktionen. Math. Ann. 87 (1922), 122-138. 8430 F. Schipp: Rearrangements of series in the Walsh system. Math. Notes 18 (1975), 701-706. F. Schipp/William Wade/P. Simon/J. Pal: Walsh series. An introduction to dyadic harmonic analysis. Hilger 1990, 560p. 0-7503-0068-X. Pds. 60. Wolfgang Schmid: Zur numerischen Integration von Walshreihen. Diplom thesis, Salzburg 1993. R. Selfridge: Generalized Walsh transform. Pacific J. Math. 5 (1955), 451-480. 8429 V. Skvortsov: Certain estimates of approximation of functions by Cesaro means of Walsh-Fourier series. Math. Notes 29 (1981), 277-282. 10234 Bruce Sloss/William Blyth: Walsh functions and uniform distribution mod 1. Tohoku Math. J. 45 (1993), 555-563. G. Sunouchi: On the Walsh-Kaczmarz series. Proc. AMS 2 (1951), 5-11. Claudia Traunfellner: Zahlentheoretische Methoden zur numerischen Integration von Walshreihen. Diplom thesis, Salzburg 1991. N. Vilenkin: On the theory of Fourier integrals on topological groups. Mat. Sbornik 30/72 (1952), 233-244. (Russian) N. Vilenkin: On a class of complete orthonormal systems. AMS Transl. 28 (1963), 1-35. 24231 William Wade: Recent developments in the theory of Walsh series. Int. J. Math. Math. Sci. 5/4 (1982), 625-673. 8428 William Wade: Decay of Walsh series and dyadic differentiation. Trans. AMS 277 (1983), 413-420. J. Walsh: A closed set of normal orthogonal functions. Am. J. Math. 55 (1923), 5-24. C. Watari: On generalized Walsh-Fourier series. Tohoku Math. J. 10 (1958), 211-241. P. Weiss: Zusammenhang von Walsh-Fourier-Reihen mit Polynomen. Monatshefte Math. 71 (1967), 165-179. Guo-zhen Xiao/J. Massey: A spectral characterization of correlation-immune combining functions. IEEE Transactions Inf. Theory 34 (1988), 569-571. S. Yano: On approximation by Walsh functions. Proc. AMS 2 (1951), 962-967. S. Yano: Cesaro summability of Walsh-Fourier series. Tohoku Math. J. 9 (1957), 267-272. 8507 Wo-sang Young: Mean convergence of generalized Walsh-Fourier series. Trans. AMS 218 (1976), 311-320. 24485 ZZ: Ein Exkurs über Walsh-Rademacher-Funktionen, Fast Walsh Transform, digitale Fourierreihen, Binärlogik und Charaktergruppen. Internet, 21p.