http://books.google.com/books?id=cNGY8rsLwngC&pg=PT63&lpg=PT63&dq=%22self-energy+of+a+given+charge+distribution+is+the+energy+required+to+assemble+the+distribution+by+bringing+in+the+constituent+charges+from+infinity,+where+the+electric+force+goes+to+zero%22&source=bl&ots=ug8J8sR006&sig=ZS8UbzdkvcruTGTYQmYpNVCwKys&hl=en&sa=X&ei=hIgRUcGjDLSk2gWEvYGoDQ&ved=0CEQQ6AEwBA
In theoretical physics and quantum field theory a particle's self-energy represents the contribution to the particle's energy, or effective mass, due to interactions between the particle and the system it is part of. For example, in electrostatics the self-energy of a given charge distribution is the energy required to assemble the distribution by bringing in the constituent charges from infinity, where the electric force goes to zero. In a condensed matter context relevant to electrons moving in a material, the self-energy represents the potential felt by the electron due to the surrounding medium's interactions with it: for example, the fact that electrons repel each other means that a moving electron polarizes (causes to displace) the electrons in its vicinity and this in turn changes the potential the moving electron feels; these and other effects are included in the self-energy.
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