I've been thinking about this problem for several years now, and others much longer. Suzanne cited none of their thoughts or ideas - and the content of her presentation strongly suggested that she was not aware of most of them.
I'm sure Suzanne's input will be welcomed, but at the moment it is pretty obvious that she really needs to first do some research.
My take on it is that this post at Physics and Cake was simply a follow-up post to her talk at H+, which was itself also a forum intended for a broader audience within minimal time for any introductions of background material (which, from discussions with Suzanne, I know she is aware of). I would like to repeat that you should not rush to conclusions, but instead stay tuned.
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: