Every principal ideal of a number field has a generator satisfying
(1)
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.

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  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
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