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How SI Units Hide the Equal Strength of Gravitation and Charge Fields
Project Euclid | 2016|Keywords: SI units, Planck units -
A method for finding a minimal point of the lattice in cubic number fields (II)
Project Euclid | 2015|Keywords: fundamental units -
A framework of Rogers–Ramanujan identities and their arithmetic properties
Project Euclid | 2016|Keywords: modular units -
A practical version of the generalized Lagrange algorithm
Project Euclid | 1994|Keywords: fundamental units, Units -
A method for finding a minimal point of the lattice in cubic number fields
Project Euclid | 2014|Keywords: fundamental units -
On the two-variables main conjecture for extensions of imaginary quadratic fields
Project Euclid | 2013|Keywords: Elliptic units -
Distribution of units of a cubic abelian field modulo prime numbers
Project Euclid | 2006|Keywords: distribution of units -
Group completion and units in $\mathcal{I}\mkern -1mu$–spaces
Project Euclid | 2013|Keywords: units of ring spectra -
Sophie Germain primes and involutions of $\mathbb{Z}_n^\times$
Project Euclid | 2015|Keywords: group of units -
Cuspidal $\mathbb{Q}$-Rational Torsion Subgroup of $J(\Gamma)$ of Level $P$
Project Euclid | 2011|Keywords: modular units -
Semi-local units at p of a cyclotomic ${\mathbb Z}_p$-extension congruent to 1 modulo $\zeta_p - 1$
Project Euclid | 2015|Keywords: semi-local units -
The additive unit structure of pure quartic complex fields
Project Euclid | 2008|Keywords: Additive structure of units
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