Skip to main content
SuggestedTech
Back to all news

AI research

Can AI actually do maths now? Explained

AI solved problems that stumped people for decades. Here's what that really means, simply.

By , Editor-in-Chief · SuggestedTechVerified May 2026

The answer

Yes — in 2026 AI solved real, decades-old maths problems, checked by special software.

You may have seen headlines that AI 'solved famous maths problems' in 2026. Is it real? Mostly yes — and here's what it means, in plain English, with the hype dialled out.

Why these problems make a good test

The maths problems AI tackled are called Erdős problems, named after the mathematician Paul Erdős who posed hundreds of them over his career. What makes them a good test for AI? Three things. They're easy to read — you can understand the question without a maths degree. They're hard to solve — clever people couldn't crack them for decades. And there's no answer to look up, because nobody had solved them yet. That last point is key: it rules out the possibility the AI just retrieved a memorised solution. If it produced an answer, it had to work it out for real.

In May 2026, two big AI labs — OpenAI and Google DeepMind — both reported cracking Erdős problems, within days of each other. OpenAI's model disproved an idea about geometry that had been open since 1946. Google DeepMind's system, AlphaProof Nexus, solved nine open Erdős problems — two of which had been unsolved for 56 years — plus 44 further mathematical conjectures. Two separate companies, two separate approaches, one week apart. That's why it felt like a moment.

How we can trust the answers

This is the clever part — and it's the bit the headlines usually skip. AI can sound completely confident and still be wrong. (If you've ever seen a chatbot confidently make up a fact, you know the feeling.) So how do you know these maths answers are actually right?

Google's approach pairs the AI with a proof checker called Lean — software that flat-out refuses to accept a proof unless every single logical step is airtight. Think of it like an examiner who can't be fooled, can't get tired, and won't give partial credit for nearly-right. The AI suggests the proof; Lean acts as the unbribable gatekeeper. That's the difference between 'an AI said so' and 'the maths genuinely checks out'.

OpenAI's result was checked a different way — by real mathematicians, including a very well-respected one named Timothy Gowers. That's genuine evidence, but it's a different level of confidence from machine-checking:

OpenAI Google DeepMind
Checked by Human mathematicians Lean proof checker (software)
Can be fooled? In theory, yes — experts sometimes miss things No — the machine either accepts or rejects
Status Formal review still ongoing Each proof is formally certified

Neither is fake. But when you see the word 'solved' in a headline, it's worth asking which kind of guarantee you're looking at.

AlphaProof Nexus addresses AI hallucination by pairing an AI model's generative capacity with formal proof-checking through the Lean proof assistant. The AI proposes a proof, and then a separate verification system checks every logical step.

Source: Crypto Briefing · 26 May 2026

Does this mean AI is smarter than people?

No — and the experts are the first to say so. The AI solved specific, hard problems with human guidance and strict checking software. The people who built it describe it as a powerful assistant for particular kinds of maths, not a replacement for mathematicians. Google DeepMind's own boss said the system is 'still not AGI' — that's the phrase for 'generally human-level intelligence'. Think of it as an extremely capable specialist, not an all-rounder.

Even DeepMind's chief executive, Demis Hassabis, played it down: the system is "still not AGI", he said, as WinBuzzer reported — a tool for checked mathematics, not a general mind (WinBuzzer).

A system that can autonomously generate and validate formal proofs for a few hundred dollars per problem changes the economics of that equation.

Source: Crypto Briefing · 26 May 2026

Why it might matter to you down the line

Here's the quietly exciting part. The same 'AI suggests, software checks' trick that worked in maths could, in time, make AI much more reliable in other areas where answers can be verified — think software that's automatically tested for bugs, or scientific models with checkable outputs. Fewer confident mistakes, more results you can actually rely on. That's a long way from being achieved across the board, but the plumbing for it now demonstrably exists. For now, the honest summary is this: AI just became a genuinely useful helper for some of the hardest maths around. The answers are carefully checked. The people who built it are the first to say it's a tool, not a miracle. Impressive, and appropriately modest — a rare combination.

Frequently asked questions

Has AI genuinely contributed new maths?
Yes, in specific cases — in 2026, AI produced new answers to problems that had been open for decades, with Google's results checked by strict proof-checking software (Lean) and OpenAI's checked by human mathematicians. Some results are still going through formal academic review.
What does 'proof checker' mean in simple terms?
It's software that reads a mathematical proof step by step and refuses to accept it if any step isn't logically airtight. Think of it as an examiner who can't be fooled, bribed, or rushed — so when it passes a proof, the maths really holds up, not just the AI's confidence.
Why do these maths problems matter?
Partly they're a fair, hard test of real reasoning — these problems can't be solved by memorising, so any AI that cracks them has done something genuinely new. Cracking them also shows AI can contribute original ideas in narrow areas, which hints at broader scientific uses over time.
Should I worry AI is getting too smart?
Not from this. These systems are brilliant at specific, checkable problems but not generally intelligent. The researchers who built them are clear: it's a powerful specialised tool, not a human-level mind. DeepMind's CEO called it 'not AGI' — AGI being the term for truly general human-level intelligence.
Could this approach be used outside maths?
Potentially yes — anywhere answers can be precisely checked, like software testing or certain scientific models. The tricky part is that most areas of life don't have an equivalent of a proof checker. Pure maths is unusually well-suited because 'correct' has a precise definition there.

Sources

← All news