  The well-posedness is established for multi-dimensional mean-field stochastic
Volterra equations with Lipschitz continuous coefficients and allowing for
singular kernels as well as for one-dimensional mean-field stochastic Volterra
equations with H\"older continuous diffusion coefficients and sufficiently
regular kernels. In these different settings, quantitative, pointwise
propagation of chaos results are derived for the associated Volterra type
interacting particle systems.
