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1992issue C101-6

Construct a bond-led dividend-to-bond-yield regime first

Before reading any single equity chart, assemble a bond-led regime frame from a sticky cash-dividend numerator, a long-maturity yield denominator, and a 12-month change gap, then locate that frame inside a multi-year band.

  • Treat the cash dividend as relatively fixed over many months, so equity prices do the short-run work of adjusting dividend yield when bond yields change.
  • Pair a broad equity-index dividend yield with a long-maturity bond yield, using maturities longer than 10 years or a composite of such yields.
  • Use rate-of-change on the 12-month percentage moves in both series to test whether they are tracking, lagging, or diverging.
  • Locate the dividend-to-bond-yield-ratio inside a multi-year half-band-valuation-zone and read it against dated calendar episodes, not as a single print.
Entries in this reading3 entries

Start with a bond-led frame

Before any single equity chart is read, intermarket-analysis places one equity position inside a cross-market regime by pairing stock dividend yield with long-maturity bond yield, plus their relative movement, instead of treating the stock chart as a standalone object.

The construction treats the cash dividend as relatively fixed over many months, so equity prices do the short-run work of adjusting dividend yield when bond yields change. Because the equity claim is treated as open-ended, the comparator is a long-maturity bond yield, specifically maturities longer than 10 years or a composite of such yields, set against a broad equity-index dividend yield.

Read the two yields together

A 32-year monthly overview showed the two yield series generally moving together, with bond yields often turning first. 1959 was marked as the first full year in that history when bond yields stayed above stock dividend yields.

In the later part of that history the ratio of stock dividends to bond yields was described as trading in a 30-50% range. That long overview is the first placement of the pair, not a reason to open the equity chart on its own.

Add a 12-month change gap

Rate-of-change is the chart-scale signal that compares the 12-month percentage change in long bond yields with the 12-month percentage change in equity dividend yields to test whether the two series are tracking, lagging, or diverging.

Twelve-month rates of change in average monthly long-bond yields and stock dividends generally tracked each other across calendar episodes such as the inflationary 1970s and the debt-heavy 1980s. The bond-yield rate of change often led the dividend rate of change, especially in the 1980s.

High 12-month dividend rates of change clustered near equity-market lows in 1974 and 1989, because that rate of change rises when stock prices fall. The change gap is part of the regime frame, not a standalone entry rule.

Locate the ratio in a multi-year band

Over a five-year window the equity-index dividend yield averaged 39.1% of composite long-bond yields, with a standard deviation of 3.2%. The historically typical zone was drawn as 39.1% plus or minus 1.6%, or 37.5-40.7%. That corridor is the half-band-valuation-zone: the multi-year average of the dividend-to-bond-yield-ratio plus or minus half of its standard deviation, treated as the historically typical zone of the sample.

In third-quarter 1987 the dividend-to-bond-yield-ratio was unusually low, and that gap later closed after a sharp equity-price decline returned the ratio toward its average. In late 1990 the same five-year ratio reached 45, two standard deviations above its average. Readings below 37.5% were classified as moving toward overvaluation, and the constructed ratio was in that direction during January-February 1992.

Keep the frame on a calendar cycle

Seasonality-analysis is a calendar-windowed regime overlay that uses 12-month change windows and dated multi-year episodes so the current dividend-to-bond-yield construction is read against a weeks-to-months cycle rather than a single print.

The inflationary 1970s, the debt-heavy 1980s, the third-quarter 1987 gap, the late-1990 stretch, and the January-February 1992 reading are the dated windows that keep the finished frame inside that cycle.

Educational research material, not investment advice. Historical source context does not establish present-day performance.
15 of 46 in the Rate of Change track
19921-8 pp.Next on Rate of ChangeConstructing relative-strength KST from weighted rate-of-changeKST is a weighted sum of four separately smoothed rate-of-change series, so several cycle lengths appear in a single reading.
All readings on this track · 46 readings
  1. 1985Constructing excess and momentum difference-curve oscillators
  2. 1988Five reading rules for smoothed indicator charts
  3. 1989Momentum overlays that speed moving-average oscillators
  4. 1990A laboratory template that constructs Rate of Change as a pane module
  5. 1991Volume-scaled rate of change as a momentum construction
  6. 1991Three-indicator market overview from tape, sentiment and rates
  7. 1991Three-component trend model with rate-of-change filters
  8. 1992A KST oscillator from a weighted rate-of-change stack
  9. 1992Four-window weighted rate-of-change composite
  10. 1992Constructing multi-span smoothed rate-of-change filters
  11. 1992Constructing a four-horizon summed rate of change
  12. 1992Constructing KST from four weighted smoothed rates of change
  13. 1992Constructing a composite from weighted smoothed rates of change
  14. 1992Three-horizon KST maturity alignment
  15. 1992Construct a bond-led dividend-to-bond-yield regime first
  16. 1992Constructing relative-strength KST from weighted rate-of-change
  17. 1993Constructing a volume oscillator from average ratios and smoothed rate of change
  18. 1994Gold as a cycle clock for commodities and yields
  19. 1994Constructing a composite from weighted, smoothed rate-of-change windows
  20. 1994Constructing gold-mining rate-of-change tripwires for Treasury bonds
  21. 1994A capacity-stress checklist across commodities, bonds, and breadth
  22. 1994Rate of change parameters for testable entries
  23. 1994Constructing rate-of-change midpoints, lookbacks and divergence
  24. 1994Lead oscillator breaks need price trendline confirmation
  25. 1994Nested averages for an annual momentum curve
  26. 1994Evaluating a Coppock-style rate of change as a bottom-regime filter
  27. 1995A weighted eleven-month Dow rate of change as one testable timing procedure
  28. 1996Named lookbacks, thresholds, and streaks for entry rules
  29. 1997A midpoint rate-of-change test for bond trend follow-through
  30. 1997Constructing a short-rate-adjusted equity momentum filter
  31. 1998Daily momentum rank-churn as a portfolio-construction problem
  32. 1999Constructing a lagged rate of change cycle system
  33. 2000A triple delay line then a one-bar elliptic oscillator
  34. 2001Confirming rate of change divergences with price
  35. 2001Momentum trendline breaks need price confirmation
  36. 2001Market breadth, On-balance volume, and Rate of Change as a combined timing framework
  37. 2001Know Sure Thing with stacked horizons and trendline confirmation
  38. 2003Constructing a mechanical system from a rate of change condition
  39. 2003Constructing momentum from two closes and spotting divergence
  40. 2003Formula choice tilts which momentum mismatches count as divergences
  41. 2004RSI and momentum agreement as an asymmetric filter
  42. 2005Constructing price-normalized moving-slope hybrids
  43. 2005Unsigned speed gates on a fixed average-cross pair
  44. 2007Rebuilding rate of change as a path-weighted oscillator
  45. 2008Construct Special K so short-horizon signals stay inside the primary trend
  46. 2013Restore volume balance before adding another price-time indicator
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