A Contribution to the Theory of Linear Homogeneous Geometric Difference Equations (Q-Difference Equations) (Classic Reprint) - Hardcover
Synopsis
A rigorous study of geometric factorial series and q-difference equations, this work develops methods to construct and analyze solutions to linear homogeneous equations in a multiplicatively scaled setting.
It surveys main properties, proves existence and linear independence of solution systems, and links the results to classical theories in the field.
- Learn how geometric factorial series are defined, convergent, and represented in holomorphic form.
- See how a fundamental system of solutions is built and shown to be linearly independent.
- Explore the asymptotic behavior and analytic character of solutions, including connections to known results by Frobenius, Norlund, and Heine.
- Discover applications to particular equations and how these methods relate to q-calculus and related differential analogues.
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A Contribution to the Theory of Linear Homogeneous Geometric Difference Equations QDifference Equations Classic Reprint
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A Contribution to the Theory of Linear Homogeneous Geometric Difference Equations QDifference Equations Classic Reprint
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HRD. Condition: New. New Book. Shipped from UK. Established seller since 2000. Seller Inventory # LX-9780484224918
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