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Rotated Z^n-Lattices via Real Subfields of Q(\zeta_2r)
release_7btmowy2irbxbgjytzfjmj7kou
by
Antonio Aparecido de Andrade,
José C. Interlando
Published
in TEMA
by Brazilian Society for Computational and Applied Mathematics (SBMAC).
2019 Volume 20, p445
Abstract
A method for constructing rotated Z^n-lattices, with n a power of 2, based on totally real subfields of the cyclotomic field Q(\zeta_{2^r}), where r\geq 4 is an integer, is presented. Lattices exhibiting full diversity in some dimensions n not previously addressed are obtained.
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1677-1966
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