Operation with tensor quantities in quantum field theory

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The discussion centers on the use of various software tools for performing analytical operations with tensor quantities in quantum field theory, including Minkowski tensors, spinors, and effective Lagrangians. Key programs mentioned include REDUCE, FORM, GiNaC, sympy, FERMAT, HEPMath, TRACER, FormCalc, FeynCalc, and Redberry. FeynCalc is noted for its popularity among high-energy phenomenologists, particularly in educational settings. The conversation highlights the need for effective computational tools in handling complex mathematical structures in quantum field theory, while also questioning the applicability of Maple in this context. Overall, the focus is on identifying the best software for analytical operations in the field.
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I would like to know where one may operate with tensor quantities in quantum field theory: Minkowski tensors, spinors, effective lagrangians (for example sigma models or models with four quark interaction), gamma matrices, Grassmann algebra, Lie algebra, fermion determinants and et cetera.
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And I heard about HEPMath, FORM, TRACER, FormCalc, FeynCalc, Redberry. And there is Maple, but I didn't see how it can be used in quantum field theory. What is the best programme for analytical operation in quantum field theory?
 
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I know that high energy phenomenologists find FeynCalc to be particularly appealing. My standard model course had problems where we had to use FeynCalc, but that might just be the case in my physics department.
 
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