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 Mar 12 awarded Necromancer Sep 17 awarded Editor Sep 17 comment Hermiticity of a Matrix representing a Clifford alg. element @AndreySokolov What about now? Sep 17 revised Hermiticity of a Matrix representing a Clifford alg. element More detail explanation of the question Sep 16 comment Hermiticity of a Matrix representing a Clifford alg. element @AndreySokolov I use dagger for Hermitian conjugation. My point is: for numbers like $a=\pm 1$ (whose square is one), one has that $a^\dagger = a$, while for $b=\pm \imath$ (whose square is minus one), it follows that $b^\dagger=-b$. Is it true for other (non-trivial) representations? Sep 13 awarded Revival Sep 13 awarded Teacher Sep 13 awarded Supporter Sep 13 answered Mathematical significance of the “Dirac conjugate” Sep 13 asked Hermiticity of a Matrix representing a Clifford alg. element Nov 22 awarded Student Nov 22 awarded Autobiographer