An electronic Mach Zehnder interferometer is used in the integer quantum hall regime at filling factor 2, to study the dephasing of the interferences. This is found to be induced by the electrical noise existing in the edge states capacitively coupled to each others. Electrical shot noise created in one channel leads to phase randomization in the other, which destroys the interference pattern. These findings are extended to the dephasing induced by thermal noise instead of shot noise: it explains the underlying mechanism responsible for the finite temperature coherence time τϕ(T ) of the edge states at filling factor 2, measured in a recent experiment. Finally, we present here a theory of the dephasing based on Gaussian noise, which is found in excellent agreement with our experimental results.Although many experiments in quantum optics can be reproduced with electron beams using the edge states of the Integer Quantum Hall Effect (IQHE), there exist fundamental differences due to the Coulomb interaction. As an example, the Mach-Zenhder type of interferometer in the IQHE [1] has recently allowed to observe quantum interferences with the unprecedented 90% visibility [2], opening a new field of promising quantum information experiments. Indeed, the edge states of the IQHE provide a way to obtain 'ideal' uni-dimensional quantum wires. However, very little is known about the decoherence processes in these 'ideal' wires. Only very recently their coherence length was quantitatively determined as well as its temperature dependence established [3]. Here, we show that the underlying mechanism responsible for the finite coherence length is the thermal noise combined with the poor screening in the IQHE regime [4].In the IQHE, gapless excitations develop on the edge of the sample and form one dimensional chiral wires (edge states), the number of which is determined by the number of electrons per quantum of flux (the filling factor ν). In these wires, the electrons drift along the edge in a beam-like motion making experiments usually done with photons possible with electrons. The choice of the filling factor at which one obtains high visibility interferences requires a compromise between a magnetic field high enough to form well defined edge states, and small enough to still deal with a good Fermi liquid. Naïvely one could think that the highest visibility would have been observed at ν = 1, but it is not actually the case[1]. This is most probably due to decoherence induced by low energy collective spin excitations (skyrmions [5]) making spin flip processes possible. In practice, the highest visibility (90% [2]) has been obtained at filling factor 2, when there are two spin polarized edge states. Here, chirality and uni-dimensionality prevent first order inelastic scattering in the wires themselves [6], while tunneling from one edge to the other requires spin flip [7].To show that the origin of the finite coherence length is related to the coupling between two neighbouring edge states, we have proceeded as follow. First we ha...