I just took a look at that site, and while in general I agree with his conclusions, I am perplexed by some of the math that he uses.
I don't necessarily agree with his conclusions, but agree that some of his math is...perplexing.
For instance, he gives a ground-bases system a lifetime of 40 years, but a space-based system a lifetime of only 12 years. Off the top of my head, I can't see any particularly good reason why a space-based system should be shorter-lived than a ground-based system.
If, instead, he'd assumed a similar lifetime for the space-based system, his conclusions would have been the opposite, since he'd have increased the lifetime output of the space-based system by a factor of 10/3, moving the 40K+ to 130K+ (nearly twice the output of the ground based system).
Arguably, a space-based system will last less time than a ground-based system. On the other hand, arguably, a ground-based system endures more weather events that can break solar panels, so the reverse may be true as well...
As to the Tg, it is possible that it will have a better value for the space-based system, since it can be beamed down to a location near where the power will be used (thus reducing line losses). This is not mandatory however, so it's possible space-based Tg will be the same as anywhere else (no reason it should be worse exists, but better is certainly possible). Even with Tg the same as ground-based, space-based solar would come out considerably better than ground-based so long as you assumed essentially identical lifetimes for the systems.