Ask HN: Does this AI generated physics paper make any sense? [pdf]
github.com1 pointsby n00b1016 comments
float m = 1e10f;
float a = 9.8f;
float F = m*a;
Another example: if(employee is still employed):
float paycheque = getSalary(employee);
else:
float paycheque = 0.00f; - **Progress in AI**: AI has made **tremendous advances** in recent years, and while it may still lack sophisticated mathematical reasoning, there is significant progress in related areas like automated theorem proving (e.g., systems like Lean or Coq). Specialized systems can solve well-defined, formal mathematical problems—though these systems are not general-purpose AI and operate under specific constraints.
- **Scope of Current Models**: General-purpose models like GPT-4 weren't specifically designed for deep mathematical reasoning. Their training focuses on predicting likely sequences of tokens, not on formal logic or theorem proving. However, with enough specialized training or modularity, they could improve in these domains. We’ve already seen AI systems make progress in proving mathematical theorems with reinforcement learning and imitation learning techniques.
- **Frontiers of AI**: As AI continues to develop, future systems might incorporate elements of both System 1 and System 2 thinking by combining pattern recognition with symbolic reasoning and logical processing (e.g., systems that integrate neural networks with formal logic solvers or reasoning engines).
### Conclusion:
AI excels in tasks involving intuitive, pattern-based thinking but struggles with deliberate, goal-oriented reasoning required for deep mathematical work. However, as research evolves—especially in hybrid models that combine deep learning with symbolic reasoning and formal logic—these limitations may become less pronounced.