Titlebook: Special Functions of Mathematical Physics; A Unified Introducti Arnold F. Nikiforov,Vasilii B. Uvarov Book 1988 Springer Basel AG 1988 Bess

Obligatory

維持

exponentially. The demand is also assumed to be an exponential function. The model is formulated to optimize the total average cost using Graded Mean Integration Method (GMIR). Two numerical examples are given for testing the feasibility of the model and sensitivity analysis has been carried out to

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Systemic

Arnold F. Nikiforov,Vasilii B. Uvarovnor cell populations in lymphoid tissue as well as in non-lymphoid organs such as the skin. LC are derived from cells originating in the bone marrow [l] that home via the peripheral blood to the basal and suprabasal layers of all stratified epithelia where they form a network of antigen presenting c

encomiast

Proponent

infarct

The Classical Orthogonal Polynomials,In §2 we introduced the polynomials ... of hypergeometric type, which are solutions of.with .

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控訴

Hypergeometric functions,In Chapters II and III we discussed properties of the classical orthogonal polynomials and of Bessel functions. Those functions satisfy differential equations which are special cases of the generalized equation of hypergeometric type . Here .(.) and .(.) and . are polynomials of degree at most 2, and . is a polynomial of degree at most 1.

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