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The class number one problem in function fields

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Finitely generated function algebras
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On towers of function fields over finite fields
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Explicit class field theory for rational function fields
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On the regularity of refinable functions
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Fredholm theory in general Banach algebras
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Nevanlinna Theory and Rational Values of Meromorphic Functions
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Riemann hypothesis for the zeta function of a function field over a finite field
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Characterization of reflexive Banach spaces
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Geometric actions of the absolute Galois group
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The division theorem for smooth functions
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An investigation into Functional Linear Regression Modeling
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Refinable functions with prescribed values at the integers
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Interpolatory bivariate refinable functions and subdivision
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Interpolatory refinable functions, subdivision and wavelets
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On the Benefits of Deforestation - a Quantitative Analysis (EXCERPT)
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A DFT study concerning Van der Waals driven Self /Hetero-association reactions of [PtII(1,10-Phenanthroline)(N-pyrrolidyl-N-(2,2- dimethyl-propanoyl)thiourea)]+ and Fluoranthene
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Integration of multifunctions with respect to a multimeasure
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Multivariate refinable functions with emphasis on box splines
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On the constant reductions of valued function fields and their automorphism groups
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On the Siegel zeros of quadratic fields and their applications
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Cyclotomic polynomials (in the parallel worlds of number theory)
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Subdifferential stability and the value function in mathematical programming
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Analytic properties of the Jost functions
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Comparison of classification techniques to review the plausibility of adjustments to multiples-based equity valuations : empirical study for South Africa

Author: Green, B. W.

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Explicit constructions of asymptotically good towers of function fields
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Automorphisms of curves and the lifting conjecture
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On towers of function fields over finite fields
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The class number one problem in function fields
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Endomorphism rings of hyperelliptic Jacobians
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On non-archimedean dynamical systems

Author: Harper, John-Paul

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The class number one problem in function fields
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Paul and Philo on the politics of the land, Jerusalem and temple

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