Weakly Almost Periodic and Uniformly Continuous Functionals on the Fourier Algebra of any Locally Compact Group

We define for any locally compact group G, the space of bounded uniformly continuous functionals on Ĝ, <!-- MATH $UCB(\hat G)$ --> , in the context of P. Eymard [Bull. Soc. Math. France 92 (1964), 181-236. MR 37 #4208] (for notations see next section). For <!-- MATH $u \in A(G)$ --> let <!-- MATH ${u^ \bot } = \{ \phi \in VN(G);\phi [A(G)u] = 0\}$ --> .