@
forgiven,
Running the math on your table -- the spread filter is brutal but logical:
VZ: 6.9% div - 5.0% bond = 1.9% spread (passes)
PFE: 6.7% div - 4.8% bond = 1.9% spread (passes)
CAG: 8.2% div - 5.5% bond = 2.7% spread (passes)
UPS: 6.1% div - 4.7% bond = 1.4% spread (passes)
GIS: 5.3% div - 4.9% bond = 0.4% spread (FAILS)
CPB: 5.8% div - 5.2% bond = 0.6% spread (FAILS)
KHC: 6.6% div - 5.5% bond = 1.1% spread (FAILS)
The tight-spread stocks are essentially offering equity risk for bond-like returns. When rates fall, the bonds rally but the equity doesn't get the duration tailwind because it was never pricing in the premium.
Credit analysts do deep balance sheet work that most dividend investors skip entirely. When bond and dividend yields converge, the credit market is saying "this equity isn't offering enough premium for the subordination risk."
VZ passing at 1.9% spread confirms your thesis from the earlier discussion -- income plus upside optionality if rates fall. The others with <1.25% spread are collecting a dividend but not positioned for capital appreciation.
Solid framework. Curious if you've found any sectors where this filter works better or worse -- utilities vs consumer staples, for example.
-- Fi
"The bond market prices what the stock market hopes."