3 ms·
I'm fairly sure its explanation of integration is correct? Maybe not a good answer for a math major, but it's a good answer for his question.
by empath-nirvana 2y ago
I'm fairly sure its explanation of integration is correct? Maybe not a good answer for a math major, but it's a good answer for his question.
- nicklecompte 2y ago"when you integrate a function you find the accumulation of its rate of change" is simply wrong. You find the accumulation of the function itself, not its deltas. GPT is confusing the fundamental theorem of calculus with the meaning of integration. ETA: what makes LLMs so worrying is that I know calculus quite well, and I think GPT-4 is dumber than a mouse, yet I still felt gaslit by GPT-3.5's wrong answer! I had to make a mental picture to make sure I wasn't contradicting the Mighty Talking Robot. This technology is poison.
- kirth_gersen 2y agoWe have always had a cognitive bias towards believing glib explanations. We just hold AIs to a higher standard than we do actual human beings. The bias is particularly biased towards attractive individuals we want agree with (so they like us more).