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Basic Hypergeometric Series
Foreword Preface 1. Basic hypergeometric series 2. Summation, transformation, and expansion formulas 3. Additional summation, transformation, and expansion formulas 4. Basic contour integrals 5.Expand
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On a general q -Fourier transformation with nonsymmetric kernels
Wiener used the Poisson kernel for the Hermite polynomials to deal with the classical Fourier transform. Askey, Atakishiyev and Suslov used this approach to obtain a q-Fourier transform by using theExpand
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Basic Hypergeometric Series: Author index
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Some systems of multivariable orthogonal q-Racah polynomials
In 1991 Tratnik derived two systems of multivariable orthogonal Racah polynomials and considered their limit cases. q-Extensions of these systems are derived, yielding systems of multivariableExpand
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The associated Askey-Wilson polynomials
We derive some contiguous relations for very well-poised 8 7 series and use them to construct two linearly independent solutions of the three-term recurrence relation of the associated Askey-WilsonExpand
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HISTORICAL DEVELOPMENT OF SECONDARY EDUCATION IN BANGLADESH: COLONIAL PERIOD TO 21st CENTURY
In a world of global market competition, the secondary level education has become a part of basic education. Secondary schools are vested with the responsibility of imparting knowledge, skills andExpand
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Projection Formulas, a Reproducing Kernel and a Generating Function for q-Wilson Polynomials
A projection formula for the q-Wilson polynomials $p_n (x;a,b,c,d)$ is obtained which is then used to construct a reproducing kernel. Using Askey and Wilson’s q-analogue of the beta integral anExpand
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