Title: The matrix representations of <i>g</i><sub>2</sub>. I. Representations in an so(4) basis
Abstract: Irreducible representations of the real compact Lie algebra g2 are given in g2⊇so(4) bases. All missing labels are accounted for by the explicit construction of a g2⊇so(4) basis of vector holomorphic functions. The general problem of missing internal labels is also briefly discussed.