Normal Basis of the Maximal Real Subfield of a Circular Field of the
field ℚ(α); we show that this normal basis at the same time is fundamental.
Diophantine Equation Generated by the Maximal Subfield of a Circular Field© 2020, Allerton Press, Inc. Using the fundamental basis of the
field $L_9=\mathbb{Q} (2\cos(\pi/9
Spectra of algebraic fields and subfieldsAn algebraic
field extension of ℚ or ℤ/(p) may be regarded either as a structure in its own right
Spectra of algebraic fields and subfieldsAn algebraic
field extension of ℚ or ℤ/(p) may be regarded either as a structure in its own right
The left and right dimensions of a skew field over the subfield of invariants-stable left or right ideals, then the subalgebra of H-invariant elements AH is a skew
field and A may
The left and right dimensions of a skew field over the subfield of invariants-stable left or right ideals, then the subalgebra of H-invariant elements AH is a skew
field and A may
Minimal Proper Quasifields with Additional Conditions of its
sub-quasifield H ̸= Q is a
subfield. It turns out that there exists a minimal proper near-
field Stability analysis of circular geodesics in dyonic dilatonic black hole spacetimes four-dimensional gravity model. The model includes two scalar (dilaton)
fields and two Abelian vector
EXACT SOLUTIONS OF NONLINEAR EQUATIONS OF FIELD IN FORM OF CIRCULARLY POLARIZED WAVESEXACT SOLUTIONS OF NONLINEAR EQUATIONS OF
FIELD IN FORM OF
CIRCULARLY POLARIZED WAVES