@inproceedings{8030b49732c8454aaf76ddf77902faad,
title = "An Optimal Unramified Tower of Function Fields",
abstract = "Efficient construction of long algebraic geometric--codes resulting from optimal towers of function fields is known to be difficult. In the following a tower which is both optimal and unramified after its third level, is investigated in the hope that its simple ramification structure can be exploited in the construction of algebraic geometric--codes. Results are mostly negative, but help clarifying the difficulties in computing bases of Riemann--Roch spaces.",
keywords = "Algebraic geometry-codes, Tower, Function Field",
author = "Kristian Brander",
year = "2008",
language = "English",
isbn = "9812793429",
series = "Series on Number Theory and Its Applications",
publisher = "World Scientific",
pages = "351--365",
booktitle = "Algebraic Geometry and its Applications",
address = "Singapore",
note = "Symposion on Algebraic Geometry and its Application, SAGA ; Conference date: 01-01-2007",
}