John Z Drabicki
- Associate Professor, Economics
- Member of the Graduate Faculty
Contact
- (520) 621-4221
- McClelland Hall, Rm. 401D
- Tucson, AZ 85721
- drabicki@eller.arizona.edu
Awards
- 2015 Outstanding Eller Evening MBA Faculty Award
- Eller MBA Program, Fall 2015
Interests
No activities entered.
Courses
2024-25 Courses
-
Economics For Managers
ECON 550 (Spring 2025) -
Public Sector Economics
ECON 435 (Spring 2025) -
International Trade Thry
ECON 443 (Fall 2024) -
Public Sector Economics
ECON 435 (Fall 2024) -
Teaching Methods In Econ
ECON 597C (Fall 2024)
2023-24 Courses
-
Economics For Managers
ECON 550 (Spring 2024) -
Public Sector Economics
ECON 435 (Spring 2024) -
International Trade Thry
ECON 443 (Fall 2023) -
Public Sector Economics
ECON 435 (Fall 2023) -
Teaching Methods In Econ
ECON 597C (Fall 2023)
2022-23 Courses
-
Economics For Managers
ECON 550 (Spring 2023) -
Public Sector Economics
ECON 435 (Spring 2023) -
International Trade Thry
ECON 443 (Fall 2022) -
Public Sector Economics
ECON 435 (Fall 2022) -
Teaching Methods In Econ
ECON 597C (Fall 2022)
2021-22 Courses
-
Economics For Managers
ECON 550 (Spring 2022) -
International Trade Thry
ECON 443 (Spring 2022) -
International Trade Thry
ECON 443 (Fall 2021) -
Public Sector Economics
ECON 435 (Fall 2021) -
Teaching Methods In Econ
ECON 597C (Fall 2021)
2020-21 Courses
-
Economics For Managers
ECON 550 (Spring 2021) -
International Trade Thry
ECON 443 (Spring 2021) -
International Trade Thry
ECON 443 (Fall 2020) -
Public Sector Economics
ECON 435 (Fall 2020) -
Teaching Methods In Econ
ECON 597C (Fall 2020)
2019-20 Courses
-
Economics For Managers
ECON 550 (Spring 2020) -
Public Sector Economics
ECON 435 (Spring 2020) -
International Trade Thry
ECON 443 (Fall 2019) -
Public Sector Economics
ECON 435 (Fall 2019) -
Teaching Methods In Econ
ECON 597C (Fall 2019)
2018-19 Courses
-
Economics For Managers
ECON 550 (Spring 2019) -
Public Sector Economics
ECON 435 (Spring 2019) -
Business For Scientists
BNAD 510 (Fall 2018) -
Fundamentals of Economics
PPEL 301 (Fall 2018) -
Public Sector Economics
ECON 435 (Fall 2018) -
Teaching Methods In Econ
ECON 597C (Fall 2018)
2017-18 Courses
-
Economics For Managers
ECON 550 (Spring 2018) -
Public Sector Economics
ECON 435 (Spring 2018) -
Fundamentals of Economics
PPEL 301 (Fall 2017) -
International Trade Thry
ECON 443 (Fall 2017) -
Teaching Methods In Econ
ECON 597C (Fall 2017)
2016-17 Courses
-
Economics For Managers
ECON 550 (Spring 2017) -
Public Sector Economics
ECON 435 (Spring 2017) -
Fundamentals of Economics
PPEL 301 (Fall 2016) -
International Trade Thry
ECON 443 (Fall 2016) -
Teaching Methods In Econ
ECON 597C (Fall 2016)
2015-16 Courses
-
Economics For Managers
ECON 550 (Spring 2016) -
Public Sector Economics
ECON 435 (Spring 2016)
Scholarly Contributions
Journals/Publications
- Drabicki, J. Z., & Takayama, A. (1984). Money, national debt, and economic growth. Journal of Economic Theory, 33(2), 356-367.More infoAbstract: This paper develops a dynamic model which allows for government spending, taxation, and the endogeneity of the money supply. As an example of an application of our framework, we consider the well known stability problem of the two asset (money and physical assets) neoclassical "money-and-growth" literature. We conclude, among other things, that the usual saddle-point instability result under myopic perfect foresight with proportional savings behavior can be reversed by introducing a third asset (securities). It is further argued that this result is "robust" as it holds under various policy rules (including the traditional case of national debt growing at a constant rate). © 1984.
- Drabicki, J. Z., & Takayama, A. (1983). An optimal monetary policy in an aggregate neoclassical model of economic growth. Journal of Macroeconomics, 5(1), 53-74.More infoAbstract: This paper shows that the usual Ramsey-Cass-Koopmans optimal-growth theory is applicable to decentralized monetary economies and illustrates, with a simple model, how optimal growth can be achieved via a simple monetary policy. Securities and the endogeneity aspect of the money supply are explicitly introduced. This paper shows that the steady state under optimal growth is a saddle point, that the dynamic behavior of the capital-labor ratio and real per capita consumption is identical to that found in the usual literature in which money is not introduced, and that the optimal monetary policy is "counter-cyclical.". © 1983.
- Drabicki, J. Z., & Takayama, A. (1982). Minimum wage regulation and economic growth. Journal of Economics and Business, 34(3), 231-240.More infoAbstract: This paper investigates the long-run growth implications of minimum wage regulation (MWR) enforced nationally using a familiar aggregate growth model. The paper shows that MWR, if it is effective, always lowers the rate of growth, and that the minimum wage floor, if it is sufficiently high, causes the economy to decay all the way toward the origin. The effects of a "wage-mark-up" policy, a variation of MWR, are also examined. © 1982.
- Drabicki, J. Z., & Takayama, A. (1982). The long-run consequences of minimum wage regulation in a monetary economy. Journal of Macroeconomics, 4(4), 387-403.More infoAbstract: This paper investigates the long-run implications of minimum wage regulation on the growth process with monetary repercussions. The paper shows, among other results, that if the minimum wage floor (MWF) is sufficiently low, then the qualitative behavior of the dynamic path is similar to the case of full employment in which the steady state is a saddle point, and that if the MWF is sufficiently high, the economy decays all the way toward the origin. © 1983.
- Drabicki, J. Z., & Takayama, A. (1982). The symmetry of real purchasing power and the neoclassical monetary growth model. Journal of Macroeconomics, 4(3), 357-362.More infoAbstract: It has been argued that the usual instability property of the neoclassical monetary growth model can be removed if an asymmetric treatment of real purchasing power between the real and monetary sectors is eliminated, i.e., if the demand for money is made to depend on disposable income and not income. Basically, the argument is that this symmetry can offset the destabilizing forces of the Wicksell effect of the rate of inflation on the demand for money. We show that, under the usual stipulations of the model, the instability (saddle-point) nature of the model cannot be altered by such an argument. © 1982.
- Drabicki, J. Z., & Takayama, A. (1979). An antinomy in the theory of comparative advantage. Journal of International Economics, 9(2), 211-223.More infoAbstract: This paper shows that the usual bilateral rule of comparing relative prices under autarky to determine the pattern of trade is not valid for the multicommodity world. In addition, equilibrium world price ratios need not fall between the corresponding price ranges under autarky. Such a paradox disappears under gross substitutability when the third commodity is a nontradeable. For the case of tradeables, an alternative bilateral rule to determine the pattern of trade is proposed. Since the classical constant cost case has been heavily discussed in the literature, we confine ourselves to the neoclassical case. © 1979.
- Drabicki, J. Z., & Takayama, A. (1978). Money, growth, and the stability of the steady state under myopic perfect foresight. Economics Letters, 1(1), 51-54.More infoAbstract: The stability of a monetary growth model is demonstrated. It differs from the standard two- asset model in the presence of interest bearing government debt, the endogenous determination of the money supply and an investment function that is sensitive to interest rates and disposable income. © 1978.
- Drabicki, J. Z., & Takayama, A. (1978). Money, growth, and the stability of the steady state under myopic perfect foresight. Economics Letters, 1(SUPPL. 1), 45-48.More infoAbstract: The stability of a monetary growth model is demonstrated. It differs from the standard two-asset model in the presence of interest bearing government debt, the endogenous determination of the money supply and an investment function that is sensitive to interest rates and disposable income. © 1978.
- Drabicki, J. Z., & Takayama, A. (1978). Money, inflation, and optimal economic growth. Economics Letters, 1(1), 55-58.More infoAbstract: Using a two-asset model of a growing competitive economy, it is shown that the optimal growth path can be achieved via a policy operating exclusively on the rate of growth of the money stock. © 1978.
- Drabicki, J. Z., & Takayama, A. (1978). Money, inflation, and optimal economic growth. Economics Letters, 1(SUPPL. 1), 49-52.More infoAbstract: Using a two-asset model of a growing competitive economy, it is shown that the optimal growth path can be achieved via a policy operating exclusively on the rate of growth of the money stock. © 1978.