Publication date
January 2020
DOI Publisher
Springer Science and Business Media LLCAbstract
International audienceWe give a construction and equations for good recursive towers over any finite field $\mathbf{F}_q$ with $q \ne 2$ and $3$
International audienceWe give a construction and equations for good recursive towers over any finite field $\mathbf{F}_q$ with $q \ne 2$ and $3$
Let F = (F-n)(n >= 0) be a quadratic recursive tower of algebraic function fields over the finite fi...
We present a new explicit tower of function fields (Fn)n≥0 over the finite field with ` = q3 elemen...
We consider a tower of function fields F = (Fn)n≥0 over a finite field Fq and a finite extension E/F...
International audienceWe give a construction and equations for good recursive towers over any finite...
We give a construction and equations for good recursive towers over any finite field $\mathbf{F}_q$ ...
AbstractIn this paper we derive “normal forms” for the defining equations of recursive towers of fun...
In 1995 Garcia and Stichtenoth gave explicit constructions of sequences of function fields over the ...
AbstractFinite field towers GF(qP) are considered, where P=pn11Pn22··· pntt and all primes pi are di...
International audienceWe propose a systematic method to produce potentially good recursive towers ov...
International audienceWe propose a systematic method to produce potentially good recursive towers ov...
We illustrate a general technique to construct towers of fields producing high order elements in Fq2...
AbstractIn this paper we derive “normal forms” for the defining equations of recursive towers of fun...
In this paper we study the problem of constructing non-trivial subtowers and supertowers of recursiv...
International audienceWe propose a systematic method to produce potentially good recursive towers ov...
AbstractIn this paper, we find several equations of recursive towers of function fields over finite ...
Let F = (F-n)(n >= 0) be a quadratic recursive tower of algebraic function fields over the finite fi...
We present a new explicit tower of function fields (Fn)n≥0 over the finite field with ` = q3 elemen...
We consider a tower of function fields F = (Fn)n≥0 over a finite field Fq and a finite extension E/F...
International audienceWe give a construction and equations for good recursive towers over any finite...
We give a construction and equations for good recursive towers over any finite field $\mathbf{F}_q$ ...
AbstractIn this paper we derive “normal forms” for the defining equations of recursive towers of fun...
In 1995 Garcia and Stichtenoth gave explicit constructions of sequences of function fields over the ...
AbstractFinite field towers GF(qP) are considered, where P=pn11Pn22··· pntt and all primes pi are di...
International audienceWe propose a systematic method to produce potentially good recursive towers ov...
International audienceWe propose a systematic method to produce potentially good recursive towers ov...
We illustrate a general technique to construct towers of fields producing high order elements in Fq2...
AbstractIn this paper we derive “normal forms” for the defining equations of recursive towers of fun...
In this paper we study the problem of constructing non-trivial subtowers and supertowers of recursiv...
International audienceWe propose a systematic method to produce potentially good recursive towers ov...
AbstractIn this paper, we find several equations of recursive towers of function fields over finite ...
Let F = (F-n)(n >= 0) be a quadratic recursive tower of algebraic function fields over the finite fi...
We present a new explicit tower of function fields (Fn)n≥0 over the finite field with ` = q3 elemen...
We consider a tower of function fields F = (Fn)n≥0 over a finite field Fq and a finite extension E/F...
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