This is a cromulent approach, though it would be far more effective to have the LLM generate computer-algebra-system instructions.
The problem is that it's not particularly useful: As the problem complexity increases, the user will need to be increasingly specific in the prompt, rapidly approaching being fully exact. There's simply no point to it if your prompt has to (basically) spell out the entire program.
And at that point, the user might as well use the backing system directly, and we should just write a convenient input DSL for that.
The problem is that it's not particularly useful: As the problem complexity increases, the user will need to be increasingly specific in the prompt, rapidly approaching being fully exact. There's simply no point to it if your prompt has to (basically) spell out the entire program.
And at that point, the user might as well use the backing system directly, and we should just write a convenient input DSL for that.