If \ psi is a quaternion valued spinor, A ^ { ab } _ \ mu is quaternion hermitian matrix coming from and B _ \ mu is a pure imaginary quaternion ( both of which are 4-vector bosons ) then the interaction term is:
32.
Another way of saying this is that a unitary matrix is the exponential of " i " times a Hermitian matrix, so that the additive conserved real quantity, the phase, is only well-defined up to an integer multiple of " 2? ".
33.
In the case H _ { \ text { eff } } = H-i \ Gamma is the sum of an Hermitian " H " and a skew-Hermitian ( see skew-Hermitian matrix ) operator-i \ Gamma, one defines the biorthogonal basis set
34.
Using ff1.5 . 0.8 I'm looking at Hermitian matrix, Discrete Fourier transform, and Elliptic curve, all of which have a fair amount of math markup, and all of which render fine ( as PNGs ) for me .-- Talk 21 : 03, 10 December 2006 ( UTC)
35.
Using the equivalence of ( i ) and ( iii ) in the lemma mentioned above, we see that any vector in the permutation polytope generated by ( \ lambda _ 1, \ lambda _ 2, \ ldots, \ lambda _ n ), occurs as the diagonal of a Hermitian matrix with the prescribed eigenvalues.
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