Equity is at odds with equality; they cannot exist together.
This is why CA fought (and lost) to revoke Prop 209 which guaranteed a certain racial equality. As seen in the recent SF school admission, the board would have prefered a neoracist admission standard, but couldn't do that overtly because Prop 209 still stands, so they changed it from test to lottery.
In this context (Math), everything is political, including (especially) math and the sciences. Everything is political because equity theorists say that everything, including math, is socially constructed. So the structural racism (axiom) that is present everywhere must be deconstructed in every classroom and every workplace.
It is all neoracist. It is the new, hip, way to achieve segregation and discrimination based on race.
"But one man is superior to another physically, or mentally, and supplies more labor in the same time, or can labor for a longer time; and labor, to serve as a measure, must be defined by its duration or intensity, otherwise it ceases to be a standard of measurement. This equal right is an unequal right for unequal labor. It recognizes no class differences, because everyone is only a worker like everyone else; but it tacitly recognizes unequal individual endowment, and thus productive capacity, as a natural privilege. It is, therefore, a right of inequality, in its content, like every right. "
Marx, Critique of the Gotha Programme, Chapter 1.
In this sense it is true that in modern social science, the ideas of equity do come from Marx, as do many things, as Marx along with Durkheim and Weber are the fathers of social science, in the same was as Rahmanujan, Cantor, Galois, etc... are the fathers of modern mathematics. What is meant by equity is explicitly not equality, and even Marx argued against those who tought so.
The ideas of racial equality come from a very simple argument that you would have to refute to make your case. The argument is that there is no racial superiority, and thus given equal opportunity, on average, racial groups will come out more or less equal in practice (which they often do).