Tag: Diamond

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Economists Funny Business M.I.T.

M.I.T. Faculty Skit with Peter Diamond as Sir Lancelot, 1967

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Today’s post is an excerpt from a script for a department faculty skit performed at the MIT Graduate Economics Association’s “Shawmut Follies” of 1967. The “skitwrights” were Duncan Foley and Peter Temin who adapted the lyrics from tunes taken from the popular musical Camelot (based on the legend of King Arthur and his Knights of the Round-Table) to departmental happenings.

The backstory of this scene is that the future 2010 Nobel prize winner Peter Diamond left the University of California (Berkeley) to join the M.I.T. economics faculty in 1966. I suppose one could imagine the scene opening with the two long-haired peasants as West coast hippies speaking in a Greenwich Village beatnik-ese dialect. The casting problem for having a “chick” in a faculty solely made up of men was solved by employing the departmental administrator Del Tapley rather than by an Elizabethan substitution of male actors in female roles (We are talking Cambridge Massachusetts in the 1960’s and not Berlin in the early 1930’s!).

For those not familiar with the show-tune “C’est moi!” from Camelot, here the Robert Goulet version in the original Broadway Cast Recording at YouTube.

 

 

Dramatis Personae of Scene 2

Herald: Richard Eckaus

First Peasant: E. Cary Brown

Second Peasant: Del Tapley

Lancelot: Peter Diamond

Scene 2
(A provincial city named after an English philosopher)

A Herald: Hear ye, hear ye. Come one, come all to hearken to the Grand Proclamation of King Arthur.

First Peasant: Man, what’s his bag?

Second Peasant: Something about King Arthur.

First Peasant: Who’s this King Arthur cat?

Second Peasant: It’s some weird kick they got out East.

First Peasant: Do you know I hear there aren’t any chicks at all out there?

Second Peasant: Groovy.

First Peasant: Groovy? What’s your bag, man?

Second Peasant: I am a chick, man. No shut up and listen to the proclamation.

Herald: If you’re ready.

First Peasant: Oh, we’re ready. Don’t stand on your fancy Eastern ways out here.

Herald: King Arthur of M.I.T. offers to all young knights of intellectual errantry the opportunity to join the select long Corridor of economists sworn to uphold true theory, to rescue theorems from rape and pillage at the brutal hands of Midwestern Ph.D.’s, to form a fellowship of intellectual excellence and as much good cheer as can coexist with it.

Second Peasant: “With it” is a pretty weak way to end a sentence, if you ask me.

Herald: Admission to the Long Corridor will be by open combat in a faculty seminar, jousting with mathematical, graphical, and verbal reasoning. Come one, come all. That’s it. Break it up.

First Peasant: Gee whiz.

Second Peasant: What’s that slang jargon you’re talking, man?

First Peasant: Who’s going to go and compete with those fierce Eastern minds?

Second Peasant: Not me, man.

First Peasant: I hope somebody goes out here.

Lancelot: I will.

Second Peasant: You? Who are you?

Lancelot: I am Lancelot du Bay, academic fencer par excellence. I will go.

First Peasant: To M.I.T.? Think twice, man.

Lancelot: (sings)

M.I.T….
M.I.T….
On the West Coast I heard your call.
M.I.T….
M.I.T….
And here am I to give my all.
I know in my soul
What you expect of me
And all that and more I shall be.

A prof of the Corridor Long should be unstoppable
A mind on which less fantastic minds can lean:
Teach a class no one else can teach
Prove a theorem that’s out of reach
Run regressions without the help of a machine.

His logic and argument should be unstoppable
His papers of course always beyond compare.
But where in the world
Is there in the world
A man so extraordinaire?

C’est moi, c’est moi
I’m forced to admit
‘Tis I, I humbly reply
That Ph.D. who
These marvels can do
C’est moi, c’est moi, ‘tis I.

The students say
My lectures are keen
My proofs are fit for a king.
I’ll show a way
Through Pontryagin
To prove most any thing.
C’est moi, c’est moi
My colleagues have fits
Because I never am wrong.
Where will they find brains better than mine
Theoretically wise
Empirically fine
To serve in the Corridor Long? C’est moi.

 

Source: MIT Libraries, Institute Archives and Special Collections, Department of Economics Records, Box 2, Folder “GEA 1961-67”.

Image Source: Robert Goulet as Lancelot in the 1960 Broadway Musical Camelot at Fanpix.net. [A google search did not find an image of Peter Diamond in chain mail and a tunic]

 

 

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Economists Exam Questions M.I.T. Suggested Reading Syllabus

MIT. Robert Solow’s Advanced Economic Theory Course, 1962

Robert Solow taught the course Advanced Economic Theory at MIT in the Spring of the 1961/62 academic year. Of the dozen graduate students who took the course for credit were a future Nobel prize winner (Peter Diamond), a future Princeton professor and later member of Jimmy Carter’s Council of Economic Advisers (Stephen Goldfeld), a future professor at University of Pennsylvania/Washington University (Robert Pollak), a future professor and later chairman of Hebrew University (David Levhari), and a professor of economics and the first woman to head an MIT academic department, economics! 1984-1990 and MIT’s first female academic dean, School of Humanities and Social Science (Ann Friedlaender).

The three A’s awarded in the course went to Diamond, Levhari and Goldfeld.

The comprehensive exam questions for advanced economic theory from May 1962 were transcribed in the previous post.

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14.123—Advanced Economic Theory
Spring 1962—Professor Solow

FIRST READING LIST: LINEAR PROGRAMMING AND RELATED SUBJECTS

This should occupy 6-9 weeks. Most of the reading is in Gale: The Theory of Linear Economic Models and Dorfman, Samuelson, Solow: Linear Programming and Econmic Analysis, referred to below as G and D respectively.

  1. Mathematical background: I hope to avoid spending any time on this. Mainly elements of matrix algebra—14.102 should be enough. For review, see D (Appendix B) and G (Ch. 2, more difficult).
  2. Elements of Linear Programming; D (Ch. 2,3), G (Ch. 1,3).
  3. Algebra and Geometry of Linear Programming, Simplex Method; D (Ch. 4, Sec. 1-11), G (Ch. 4).
  4. Applications; D (Ch. 5-7), Manne: Economic Analysis for Business Decisions (Ch. 4,5).
  5. Two-person zero-sum games; D (Ch. 15), G (Ch. 6,7).
  6. Leontief and similar systems; G (Ch. 8, 9 Sec. 1-3), D (Ch. 9, 10).
  7. Activity analysis; G (Ch. 9, Sec. 4), Koopmans: Three Essays on the State of Economic Science (pp. 66-104).
  8. Von Neumann’s model; D (Ch. 13, Sec. 6), G (Ch. 9, Sec. 5-7).
  9. Sraffa: Production of Commodities by Means of Commodities.
    Robinson: “Prelude to a Critique of Economic Theory”, Oxford Economic Papers, February 1961, 53-58.
  10. If time permits, the turnpike theorem; D (Ch. 12), Hicks: “Prices and the Turnpike”, Review of Economic Studies, February 1961, 77-88.
    Radner: “Paths of Economic Growth that are Optimal, etc.”, Review of Economic Studies, February 1961, 98-104.

(Further references may follow.)

 

SECOND READING LIST: PUBLIC INVESTMENT CRITERIA

  1. Hirshleifer: “On the Theory of Optimal Investment Decision”, Journal of Political Economy, August 1958, pp. 329-352.
  2. Graaff: Theoretical Welfare Economics, Chs. 6-8.
  3. Eckstein: “A Survey of the Theory of Public Expenditure Criteria”, in Public Finances: Needs, Sources and Utilization, with “Comments” by Hirshleifer.
  4. Margolis: “The Economic Evaluation of Federal Water Resource Development”, AER, March 1959, pp. 96-111.
  5. Steiner: “Choosing Among Alternative Public Investments”, AER, Dec. 1959, pp. 898-916.
  6. Maass, al.: Design of Water-Resource Systems, Chs. 2, 13 (and passim).
  7. Eckstein: Water Resource Development, Ch. 1-4.

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April 11, 1962

14.123—Exam

Answer all questions.

  1. A function f of vectors x,y,… is called subadditive if f(x+y) ≤ f(x) + f(y) for all vectors x, y, and called superadditive if the inequality is reversed.
    Consider the LP problem of maximizing C′x subject to Ax ≤ b. The value of the maximum is a function of C, b, and A. Show that it is a subadditive function of C and a superadditive function of b.
  2. A firm can produce n commodities with a linear technology involving one activity for each commodity. Production involves only fixed factors, m in number, m<n, of which specified amounts are available. The output is sold at market prices p, and the firm chooses non-negative vector x of outputs to maximize p′x subject to the fixed-factor limitations.
    (a) Prove that the supply curve is not negatively sloped; that is, prove that if p1 increases, other prices constant, the optimal x1 must increase or remain unchanged, but cannot decrease. (Hint: a straightforward procedure is to consider closely the final simplex tableau, the signs of various elements, and what can happen to require further iteration if p1 There is a much simpler proof, comparing the before-and-after optima.)
    (b) State and interpret the dual to the theorem just proved.
  3. Consider a simple linear model of production, with 2 goods, and with 2 fixed factors, land and labor, available in specified amounts.
    (a) Sketch possible shapes for the set of feasible net outputs, or net production-possibility curve.
    (b) Suppose demand conditions are such that consumption expenditures on the two commodities are always equal. Give a complete analysis of the determination of the prices of the two goods and also the rent of land and the wage of labor. Graphical methods will help. (Hint: at one key point the construction of an isosceles triangle is very useful.)

 

Source: Duke University. Rosenstein Library. Robert M. Solow Papers, Box 67, Folder “14.123 Final Exam Fall-1969[sic|”.

Image Source: Robert Merton Solow at the M.I.T. Museum website.

Categories
Economists M.I.T.

MIT. Department of Economics Group Photo, 1976

Back Row:  Harold FREEMAN, Hal VARIAN, Jerome ROTHENBERG, Peter DIAMOND, Jerry HAUSMAN

4th Row: Paul JOSKOW, Anne FRIEDLAENDER, JOHN R. MORONEY (VISITOR TO DEPARTMENT)

3rd Row: Stanley FISCHER, Jagdish BHAGWATI, Rudiger DORNBUSCH, Robert SOLOW, Robert HALL

2nd Row: Edward KUH, Morris ADELMAN, Abraham J. SIEGEL, Richard ECKAUS, Martin WEITZMAN

1st Row: Evsey DOMAR, Paul SAMUELSON, Charles KINDLEBERGER, E. Cary BROWN, Franco MODIGLIANI, Sydney ALEXANDER, Robert BISHOP

1976_MITEcon_blogCopy

Apparently didn’t get the memo and/or not pictured: Michael PIORE, Frank FISHER, Peter TEMIN.

Thanks to Robert Solow, the photo-bomber standing to Solow’s left in the picture has been identified as a guest from Tulane University, John Moroney. It is possible that I forgot some other person not included in this faculty picture.

I note that the entire front row has gone to that great Department of Economics in the Cloud.

Source: A graduate student buddy of mine who entered the MIT Ph.D. program in 1975/76.

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