  We sketch an all order proof of cancellation of infrared (IR) divergences in
Light Front Quantum Electrodynamics (LFQED) using a coherent state formalism.
In this talk, it has been shown that the true IR divergences in fermion self
energy are eliminated to all orders in a light-front time-ordered perturbative
calculation if one uses coherent state basis instead of the usual Fock basis to
calculate the Hamiltonian matrix elements.
