it's "combinational circuits", not "combinatorial" (that's whole another part of math)
In most of contemporary books and university courses "combinational" is used and with a note that you should not confuse it with "combinatorics" and "combinatory logic"
https://en.m.wikipedia.org/wiki/Combinational_logic
it's "combinational circuits", not "combinatorial" (that's whole another part of math)