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We construct a noncommutative version of a general renormalizable SO(10) GUTwith Higgses in the 210, $\overline{126}, 45, 10$ and 120 irreps of SO(10) anda Peccei-Quinn symmetry. Thus, we formulate the noncommutative counterpart of anon-supersymmetric SO(10) GUT which has recently been shown to be consistentwith all the physics below $M_{GUT}$. The simplicity of our construction --thesimplicity of the Yukawa terms, in particular-- stems from the fact that theHiggses of our GUT can be viewed as elements of the Clifford algebra$\mathbb{C}\rm{l}_{10}(\mathbb{C})$; elements on which the SO(10) gaugetransformations act by conjugation. The noncommutative GUT we build containstree-level interactions among different Higgs species that are absent in theirordinary counterpart as they are forbidden by SO(10) and Lorentz invariance.The existence of these interactions helps to clearly distinguish noncommutativeMinkowski space-time from ordinary Minkowski space-time.

SO(10) GUTs with large tensor representations on Noncommutative Space-time