Investigates properties of nilpotent commuting scalar fields using integrals in mathematical theories, suggesting new insights for particle physics.
Bilinear composities of anticommuting constituents are even elements of a Grassmann algebra, which are nilpotent commuting variables (NCV). We define an integral on these variables and strart investigating the properties of nilpotent commuting scalar fields.
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Palumbo F. (1993) studied this question.
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