Rethinking the Mathematics Classroom: Who Gets to Be a Mathematician?

Last month, we sat with a tension:

Some students succeed in math class without ever experiencing themselves as mathematicians.

So it raises a question I’ve been returning to:  What does it actually mean to be a mathematician in our classrooms?

Because whether we name it or not, our classrooms answer that question every day.

In many classrooms, being “good at math” gets treated as the same thing as being a mathematician.

Students who are quick. Students who are accurate. Students who know what to do right away.

They get recognized. They get called on. They get positioned as capable.

And over time, a message takes shape, quietly, but clearly.  This is what a mathematician looks like.

But what about the student who takes longer to make sense of a problem? The one who asks questions that don’t have immediate answers? The one who notices patterns, makes connections, or sees something others don’t—but can’t yet explain it clearly?

Do they experience themselves as mathematicians?

Or do they begin to step back… watching mathematics instead of participating in it?

Sometimes the message is never spoken aloud.

It is learned through hundreds of small moments - who gets called on, whose ideas get pursued, and whose thinking quietly fades into the background.

The question isn't whether these students are capable. The question is whether our classrooms help them recognize their own capability.

The patterns matter. 

The moments we choose to highlight. 

The answers we elevate. 

The ways we respond to struggle.

All of these shape what students come to believe about mathematics and about themselves. They also shape how students experience equity, inclusion, and belonging: who feels invited into the work, who gets recognized as capable, and who learns to stay on the edges.

So I’ve been sitting with a few questions:

• Who gets recognized as “good at math” in my classroom?

• What kinds of thinking do I notice and name?

• When do students get to make sense of ideas—and when are they expected to follow?

• Who feels invited into the work of mathematics, and who learns to stay on the edges?

These aren’t questions to answer quickly.  They’re questions to notice over time.  Because shifting who gets to be a mathematician doesn’t start with changing students.  It starts with paying attention to the messages our classrooms send again and again.  And when we begin to see those patterns more clearly, something opens.

Not a checklist. Not a strategy.

But a different way of understanding what it means to belong in mathematics.

Diana Ceja,

Co-Chairperson, Equity, Inclusion, and Belonging Committee