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This collection includes:

  • Handwritten notes titled Slow adjustment limit cycle: Koyck lag accum function (1988, February 17)
  • Handwritten notes titled Slow adjust with Koyck lag accum. function (1988, February 16)
  • Handwritten notes on function analysis
  • Handwritten notes titled Slow ady: Classical accum. (1988, February 18)
  • Handwritten notes titled Accum. function derived from Koyck lags (1988, February 12)
  • Handwritten notes on model stability (1988, February 21)
  • Additional handwritten stability notes
  • Handwritten notes titled Limit cycle for Harrod is van model, slow adjustment: Expectational form (1988, February 19)
  • Handwritten notes titled Slow adj: Expectational form (1988, February 19)
  • Further handwritten equations
  • Handwritten notes citing Nemitzky Theorem from Gandolfo (1980, p. 446) on stability
  • Handwritten notes titled Harrodian ceiling / floor model (1988, February 8)
  • Handwritten analysis of an accumulation function
  • A printout for model file harrodl1 titled Structure of model (1988, January 25)
  • A handwritten diagram titled KK finance
  • Handwritten notes titled A version of Keynesian S & R adjustment as D_e (1988, May 3)
  • Handwritten notes titled Cereal. cap & D part (1988, June 8)
  • Handwritten notes titled Post Keynesian system, effective DD system (1986, April 21)
  • A printout from Tutsim file = MXHARD 1 - Model 1 (m=m) (1988, July 18)
  • Handwritten notes titled Rest slow adjustment: Limit cycle with m = m(u) (1988, February 18)
  • Handwritten notes titled Slow adj: Limit cycle (m=m(u)) (1988, February 16)
  • Handwritten notes titled Slow adjustment: Limit cycle with m=m(u) (1988, February 16)
  • Handwritten notes titled Slow adjustment: Limit cycle on variable markup (1988, February 16)
  • Handwritten notes titled Slow ady limit cycle analyzing stability (1988, February 16)
  • A graph titled lrlim1 (h=?) uo=.5,.95 showing a stable limit cycle (1988, February 16)
  • A printout for model file lrlim1 (1988, January 27)
  • Handwritten stability analysis notes (1988, March 10)
  • Handwritten notes titled Three models
  • Handwritten notes titled Two forms, Levy2
  • Handwritten notes titled Harrod 87: Note on alternate forms (1987, November 3)
  • Graphs titled lrlim1 (h=1) with noise and LRLIM1 with noise (T=250...500)
  • A graph titled lrlim1 (h=1) with noise (t=1000)
  • Graphs titled LRLIM1 with noise (T=750...1000)
  • A printout for model file lrlim1 with noise (1988, January 27)
  • A printout for model file lrlim2 with noise (1988, January 27)
  • Handwritten notes titled Slow ady. with variable unit costs (1988, February 23)
  • Handwritten notes titled Harrod paper: Wandering (1988, July 7)
  • Additional handwritten equations
  • Handwritten notes titled Harrod / Marx: Wandering / (1988, July 7)
  • Handwritten notes titled Slow adjust Marxian limit cycle (theory) (1988, February 21)
  • Handwritten notes titled II stability
  • Handwritten stability notes (1988, February 23)
  • Handwritten notes on system and ellipse properties
  • Further handwritten notes on system properties
  • Handwritten notes titled Slow ady with variable unit costs II math of stability (1988, February 23)
  • TUTSIM graphs titled LRLIM2 (1988, February 29)
  • Handwritten notes analyzing system behavior and stability using phase diagrams and derivatives (1988, February 12)
  • Handwritten notes continuing the analysis (1988, February 12)
  • Handwritten notes on defining rays and circles in the phase plane (1988, March 12)
  • Handwritten notes analyzing phase diagrams with ellipses, titled Look at regions outside of phase moves? (1988, March 10)
  • Handwritten notes analyzing trajectories intersecting circles (1988, February 29)
  • Handwritten notes with Jacobian and divergence calculations
  • Handwritten notes on limits and vector fields (1988, March 19)
  • Handwritten notes analyzing derivatives du/dgk
  • Handwritten notes analyzing derivatives in polar coordinates (1988, March 8)
  • Handwritten notes continuing polar coordinate analysis
  • Handwritten notes titled Try to find an embedded known limit cycle
  • Handwritten notes continuing the limit cycle analysis (1988, March 4)
  • Handwritten notes titled Limit cycle proof (LRLIM2) (1988, March 6)
  • Handwritten notes analyzing trajectories relative to ellipses
  • Handwritten notes with coordinate transformations (1988, March 4)
  • Handwritten notes deriving a second-order differential equation (1988, March 4)
  • Handwritten notes exploring integration solutions
  • Handwritten notes discussing orthogonal trajectories
  • Handwritten notes exploring conditions for exact differentials
  • Handwritten notes exploring integrating factors with a yellow sticky note attached
  • Handwritten notes exploring integrating factors (duplicate)
  • Handwritten notes continuing the search for integrating factors
  • Handwritten notes analyzing trajectories intersecting circles
  • Handwritten notes exploring specific solution forms y=H(x,y)
  • Handwritten notes exploring solution forms y=G(x)-yJ(x)
  • Handwritten notes exploring solution forms x^2 = (1/h)H(x,y)
  • Handwritten notes exploring Laplace transforms
  • Handwritten notes exploring coordinate transformations w=yz
  • Handwritten notes exploring transformations involving x = (p^2-x^2)(1+x)
  • Handwritten notes analyzing limits of derivatives (1988, March 3)
  • Handwritten notes analyzing trajectories intersecting circles
  • Handwritten notes analyzing trajectories intersecting ellipses (1988, March 3)
  • Handwritten notes titled LRLIM2 (1988, February 29)
  • Handwritten notes analyzing system behavior on the x-axis
  • Handwritten notes continuing axis analysis and transformations
  • Handwritten notes deriving second derivatives
  • Handwritten notes deriving a condition for a closed orbit
  • Handwritten notes relating system derivatives to curves
  • Handwritten notes analyzing limit cycles and ellipses (1988, February 22)
  • Handwritten notes relating limit sets and differential equations
  • Handwritten notes analyzing a general ellipse and its relation to the system
  • Handwritten notes sketching an ellipse centered on u=1
  • Handwritten notes with graphs and interpolation methods
  • Handwritten notes listing hypotheses about stock market indices and dynamic systems
  • Handwritten notes exploring conditions for integrability
  • Handwritten notes exploring limit cycles and ellipses (1988, February 26)
  • Handwritten notes deriving derivatives of functions f(x) and g(x)
  • Handwritten notes deriving a condition for a limit cycle using the trace of the Jacobian
  • Handwritten notes continuing the limit cycle condition derivation
  • Handwritten notes exploring a circle of radius p and its relation to the system

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