But doing so doesn't seem likely to result in his children being fed, which means he probably wouldn't do so even if he could.
If it's built to not take actions it would pregret, sure. But therein lies the question: how do you differentiate between classes of changes to utility functions? How do you recognize which non-utility functions are critical for utility functions, and preserve them?
For example, if the utility function is while (children.all_fed?) {$utility+=1}, you need to protect children.all_fed? and children. But children is obviously something you would want to change- when you birth a new child, you want to add it to the list. So how can you differentiate between birth and a cuckoo? You can't make it so you only add to the list- then the death of a child will cause the fed status of the other children to not matter.
Link: physicsandcake.wordpress.com/2011/01/22/pavlovs-ai-what-did-it-mean/
Suzanne Gildert basically argues that any AGI that can considerably self-improve would simply alter its reward function directly. I'm not sure how she arrives at the conclusion that such an AGI would likely switch itself off. Even if an abstract general intelligence would tend to alter its reward function, wouldn't it do so indefinitely rather than switching itself off?
If it wants to maximize its reward by increasing a numerical value, why wouldn't it consume the universe doing so? Maybe she had something in mind along the lines of an argument by Katja Grace:
Link: meteuphoric.wordpress.com/2010/02/06/cheap-goals-not-explosive/
I am not sure if that argument would apply here. I suppose the AI might hit diminishing returns but could again alter its reward function to prevent that, though what would be the incentive for doing so?
ETA:
I left a comment over there:
ETA #2:
What else I wrote: