We have determined the surface-plasmon modes of cylindrical pores in metals and of pairs of coupled cylindrical pores having parallel axes. The eigenfrequencies and the polarization fields are determined in the case of interacting pores of equal radii where the modes are even or odd with respect to the symmetry plane. Numerical application is made for pores in aluminum with inner radii of 20 A\r{} and separation of the axes of 48 A\r{}. The surface-plasmon frequencies and the polarization fields show strong differences with respect to the case of an isolated pore. Frequency shifts up to 2 eV occur, leading in particular to the appearance of two new modes at energies well below the flat-surface-plasmon frequency ${\ensuremath{\omega}}_{p}$/ \ensuremath{\surd}2 . For the one- and two-cylindrical-pore configurations, we have established an expression for the second-quantized interaction Hamiltonian between an electron and the surface-plasmon modes, from which the energy-loss probability for an electron moving parallel to the cylindrical axis is obtained. Application to the scattering of electrons of 10 keV kinetic energy shows, for both configurations, substantial differences in the energy-loss spectra as compared to the flat-surface case. In addition, the loss function for the pair of cylindrical pores is strongly affected by the coupling of the surface-plasmon fields of the two interacting pores.