Abstract
The beautiful scheme of Bars and Visser by which feeble intermediate-range forces arise from higher dimensions is investigated. It is found that the desirable relation between the coupling and mass of the feeble-force vector, ${m}_{V}$\ensuremath{\approxeq}${g}_{V}$${\ensuremath{\Lambda}}_{\mathrm{weak}}$, is difficult to achieve in simple schemes of symmetry breaking, though it is possible if new scales are introduced. An analogy is made with the paraphoton picture of Holdom.
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