Topolectronic circuits are fascinating devices that connect topology in condensed matter with electronics. Using only basic electronic components it is possible to conceive devices exhibiting a large variety of phenomena e.g. topologically protected edge states, high-order topology, hyperbolic lattices etc.. More recently, it has been shown in our group that anti-hermitian electrical circuits obey Schrödinger-type dynamics allowing the reproduction of time-dependent phenomena. This have been used to simulate a (1+1) dimensional anti-de-Sitter spacetime with a synthetic event-horizon using it's correspondence with a one dimensional tight-binding model. On this circuit, the trajectories of massless particles traveling towards the event-horizon were reproduced and thermalization effects were observed. Those results lead to new ways of describing voltage and current dynamics in electrical circuits using a quantum formalism allowing a new approaches to conceive and design electrical devices. In particularly, in has been observed that anti-hermitian circuit exhibit naturally Majorana-type excitation with an experimentally accessible amplitude and phase. This observation raise the question about the manipulation of those excitation and the possibility to simulate quantum algorithms using them.