[1] Bowers K, Lund J. Numerical solution of singular Poisson problems via the Sinc-Galerkin method. SIAM
J Numer Anal, 1987, 24: 36-51

[2] Kearfott R B. A Sinc approximation for the indefinite integral. Math Comp, 1983, 41: 559-572

[3] Kou K, Qian T. The Paley-Wiener theorem in Rn with the Clifford analysis Setting. J Func Anal, 2002,
189: 227-241

[4] Lund J. Symmetrization of the Sinc-Galerkin method for boundary value problems. Math Comp, 1986,
47: 571-588

[5] Lund J, Bowers K. Sinc methods for quadrature and differential equations. SIAM, 1992

[6] Lund J, Bowers K, McArthur K. Symmetrization of the Sinc-Galerkin method with block techniques for
elliptic equations. IMA J Numer Anal, 1989, 9: 29-46

[7] McArthur K, Bowers K, Lund J. The Sinc method in multiple space dimensions: model problems. Numer
Math, 1990, 56: 789-816

[8] Plancherel M, Polya G. Functions entieres et integrates de Fourier multiplier. Comm Math Helv, 1937, 9:
224-248

[9] Riley B. A Sinc collocation method for weakly singular integral equations. Computation and Control.

[10] Stenger F. Approximations via Whittaker’s Cardinal functions. J Approx Theory, 1976, 17: 222-240

[11] Stenger F. A Sinc-Galerkin method of solution of boundary value problems. Math Comp, 1979, 33: 85-109

[12] Stenger F. Numerical methods based on Whittaker Cardinal, or Sinc functions. SIAM Review, 1981, 23:
165-224

[13] Stenger F. Numerical Methods Based on Sinc and Analytic Functions. Springer series in computational
mathematics. 1993

[14] Stein E, Weiss G. Introduction to Fourier analysis on Euclidean spaces. Princeton University Press, 1987

[15] Whittaker E. On the functions which are represented by the expansions of the interpolation-theory. Proc
Roy Soc, 1915, 35: 181-194

[16] Zygmund A. Trigonometric Series. Cambridge Univ Press, 1959