0 vectorの例文

• There are 24 orbits of primitive norm 0 vectors, corresponding to the 24 Niemeier lattices.
• The k vector, corresponds to an allowed diffraction condition, and the G vector is the difference between the k and k 0 vectors.
• Note that the first row contains the 0 vector and the codewords of C _ { 3 } ( 0 itself being a codeword ).
• The M 0 vector is under the influence of the stationary field B 1, leading to another precession of M 0, this time around B 1 at the frequency ? 1.
• The "'Weinberg angle "'or "'weak mixing angle "'is a parameter in the rotates the original and B 0 vector boson plane, producing as a result the boson, and the photon.
• The lattice II 25, 1 can be written as ??" H where H is the 2-dimensional even Lorentzian lattice, generated by 2 norm 0 vectors " z " and " w " with inner product  1.
• The correspondence is given as follows : if " z " is a norm 0 vector, then the lattice " z " ?" / " z " is a 24-dimensional even unimodular lattice and is therefore one of the Niemeier lattices.