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Archimedean balancing of a principal ideal generator

Every principal ideal of a number field has a generator satisfying
(21)
at every archimedean embedding. Multiply an arbitrary generator by a unit so that its logarithmic unit-lattice coordinates lie in a fixed bounded fundamental parallelepiped.

Ancestors (8)

  1. Dirichlet unit lattice
  2. Logarithmic embedding of number field units
  3. Dirichlet unit theorem
  4. Algebraic number theory
  5. Algebra
  6. Area of mathematics
  7. Mathematics
  8. Home

Incoming links (1)