We study topological, metric and fractal properties of the set of subsums for the series of multigeneralized Fibonacci numbers. This series is some perturbation of multigeometric series (Guthrie-Nymann's series in special case). The set of subsums for this series can be a Cantorval (infinite union of closed intervals and some nowhere dense set). We also calculate Lebesgue measure for such Cantorvals.
Meeting ID: 852 4277 3200 Passcode: 103121