Adjective:

ପଥହୀନ |,

traceless's Usage Examples:

are generated by SU(3), which can be represented by eight hermitian and traceless matrices corresponding to the "components" of isospin and hypercharge.

vector fields (that is, with a spatial index running from 1 to 3), and a traceless, symmetric spatial tensor field with vanishing doubly and singly longitudinal.

{\displaystyle {\mathfrak {su}}(n)} , can be identified with the set of traceless antiHermitian n×n complex matrices, with the regular commutator as a Lie.

Therefore, we can decompose the expansion tensor into its traceless part plus a trace part.

developed by Murray Gell-Mann, are a set of eight linearly independent 3×3 traceless Hermitian matrices used in the study of the strong interaction in particle.

kernel of this map, a matrix whose trace is zero, is often said to be traceless or trace free, and these matrices form the simple Lie algebra s l n {\displaystyle.

watercress in the pond’s nest – Washes her feet silently – then goes faraway, traceless In the fog – yet I know I shall not lose her In the crowd of the earth.

positive eigenvalues can be uniquely expressed as the exponential of a traceless hermitian matrix, and therefore the topology of this is that of (n2 −.

SS_{1}+S_{2}} , and D {\displaystyle \mathbf {D} } being a symmetric and traceless (which it is when D {\displaystyle \mathbf {D} } arises from dipole-dipole.

There are several definitions, but it is normally stated in the traceless form (i.

stress–energy tensor, the Bel–Robinson tensor is totally symmetric and traceless: T a b c d T ( a b c d ) {\displaystyle T_{abcd}T_{(abcd)}} T a a c.

the Weyl curvature and semi-traceless part of the Riemann tensor is zero both the Weyl curvature and the semi-traceless part of the Riemann tensor are.

A traceless version of the reaction leaves behind no residual atoms and has been used.