Combining atom transfer radical polymerization (ATRP) and "click" chemistry, a set of well-defined amphiphilic block copolymers poly(n-butyl acrylate)-b-poly(acrylic acid) (PnBA(20)-PAA(85)) with a similar chemical component, but different topological structures, i.e, linear-, cyclic-, and multiblock structures, were successfully prepared, characterized (size exclusion chromatography (SEC), FT-IR and H-1 NMR), and used as surfactants in emulsion polymerization. Our further transmission electron microscopy (TEM) and laser light scattering (LLS) characterization of the resultant latex particles demonstrates all the surfactants with different topologies can effectively stabilize the latex particles but no significant difference among the solids contents was observed Moreover, we have, for the first time, experimentally established the quantitative relation between the final number of latex particles (N-p) and the concentration of polymeric surfactant with different topologies (C), i.e., N-p = kC(alpha), and the order of our measured exponent alpha is as follows: alpha(multi)(1.10) > alpha(linear)(0.81) >= alpha(cyclic)(0.73), indicating cyclic surfactant molecules behave more like small-molecule surfactants attributed to its strongest unimers extraction and diffusion ability; in contrast, multiblock surfactant molecules can act as seeds to directly nucleate to create latex particles. In addition, N-p,N-multi > N-p,N-linear >= N-p,N-cyclic at higher concentration, and N-p,N-linear > N-p,N-cyclic >= N-p,N-multi at lower concentration was observed. Similar results (alpha(multi)(1.02) > alpha(linear)(0.65) >= alpha(cyclic)(0.58)) were also observed when polystyrene-b-poly(acrylic acid) (PS9-PAA(60)) copolymers were used as surfactants. Further aqueous SEC characterization shows the broad size distribution of our micellar solution has no effect on obtaining narrowly distributed latex particles. Finally, interfacial tension measurement of the micellar solution indicates, compared to multiblock structure, the rate of adsorption at a hydrophobic interface is much faster for linear and cyclic-block structures, agreeing with our observed order of exponent alpha.