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S-matrix
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== Dyson series == {{Main article|Dyson series}} The most widely used expression for the ''S''-matrix is the Dyson series. This expresses the ''S''-matrix operator as the [[Series (mathematics)|series]]: <math display="block">S = \sum_{n=0}^\infty \frac{(-i)^n}{n!} \int \cdots \int d^4x_1 d^4x_2 \ldots d^4x_n T [ \mathcal{H}_{\rm{int}}(x_1) \mathcal{H}_{\rm{int}}(x_2) \cdots \mathcal{H}_{\rm{int}}(x_n)] </math> where: * <math>T[\cdots]</math> denotes [[time-ordering]], * <math>\; \mathcal{H}_{\rm{int}}(x)</math> denotes the [[interaction Hamiltonian]] density which describes the interactions in the theory.
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