In my limited opinion, the only persistent alpha in S&P vol is the overpriced crash risk. These days it is driven by rather stringent capital adequacy limits imposed by Basel III, combined with HF reporting requirements. I.e. if you are selling short-dated options that would only pay in an theoretical crash scenario, you are probably harvesting somebody's lunch. That somebody is most probably a vanilla MM desk at a Basel-compliant bank. The very same people that pay 60-70bp/a for S&P 500 85/75 daily crash cliquets or 1 pt vol spread for 2.5x capped/uncapped variance. They don't have a choice. Even the funds can't sell this stuff now since the big guys have some sort of crash limits from their PBs (again, due to Basel III)
So here is a theoretical strategy. Every Friday you wake up and load the full option chain for the next week SPX/SPYs (depending on your preference). Now, through the day, check where the lowest-strike nickel and dime bids are - if they are above some reasonable threshold, you should hit that bid. Usually you will find that you are selling some silly strikes - I think last Friday lowest nickel bid was 1250 at some point during the day (that's for 1 week expiration).
Obviously, for a strategy like this you primary risk is vega convexity, not price convexity. You are not afraid that these things will be ITM at expiration, but that their premiums will spike. Since there is no real hedge for vega convexity, you wanna manage your margin accordingly and not get too stingy. This said, I'd imagine a conservative approach in this can still yield very reasonable results for a private trader.
PS. There is also some alpha in the vega end of the curve, but taking advantage of it is very tricky.