When I self-study the QFT, I found that many results in textbook heavily rely on the dimension $1+3$. For example, I heard "In 3+1 dim, Majorana fermion cannot have well-defined handedness. But in dim= $2 \mod 8$ we can have Majorana-Weyl spinors." I think the spin-statistic theorem and representation of Lorentz group and Poincare group in $d+1$ may be different. Furthermore, like superficial degree of divergence, renormalization should also be totally different in other dimension. So I want to know whether there exist some monographs, papers, review or lecture notes which cover topics "QFT in arbitrary dimension"?