OldShooter
Give me a museum and I'll fill it. (Picasso) Give me a forum ...
Well, the answer of course is that nobody knows.
Re TIPS coupons offering a positive return, I have mentioned this before but many people seem to miss the subtle point that there isn't really a "coupon" return on the original investment. The coupon rate is applied to the current, inflation-adjusted, value of the TIPS every six months. So for example, using the Fed's 2% rate for 20 years, the security will be "worth" 150% of face value at the end and the "coupon" will be paying 150% of the nominal coupon rate.
A TIPS YTM rate you get with the usual calculations is really only a lower bound, implicitly assuming no inflation. I am too lazy to do a lot of calculations on present TIPS prices because that's really not where I am focused. I accept that if inflation stays low the TIPS we have will probably not have beaten straight govvies but that is not the point. When we bought in the winter of 2006/7 (2s of 2026) it was because we determined that high inflation (like 1980 +/-) was the major threat to our retirement. So we bought the inflation insurance without worrying too much about the premium cost over govvies.
I'm not so sure about bills. It may be like being nibbled to death by ants. By definition they are short term, so inflation won't take a big bite out of any one, but the long term is just a bunch of short terms stacked together. So a lot of little bites stacked together, no?... Cash in the form of Tbills has also historically been a surprisingly good hedge. ... If one was wise enough to buy [TIPS] back when their coupons offered a positive return sure, but now? ...
Re TIPS coupons offering a positive return, I have mentioned this before but many people seem to miss the subtle point that there isn't really a "coupon" return on the original investment. The coupon rate is applied to the current, inflation-adjusted, value of the TIPS every six months. So for example, using the Fed's 2% rate for 20 years, the security will be "worth" 150% of face value at the end and the "coupon" will be paying 150% of the nominal coupon rate.
A TIPS YTM rate you get with the usual calculations is really only a lower bound, implicitly assuming no inflation. I am too lazy to do a lot of calculations on present TIPS prices because that's really not where I am focused. I accept that if inflation stays low the TIPS we have will probably not have beaten straight govvies but that is not the point. When we bought in the winter of 2006/7 (2s of 2026) it was because we determined that high inflation (like 1980 +/-) was the major threat to our retirement. So we bought the inflation insurance without worrying too much about the premium cost over govvies.