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  • All HBS Web  (1,919)
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    • News  (212)
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Show Results For

  • All HBS Web  (1,919)
    • People  (2)
    • News  (212)
    • Research  (1,369)
    • Events  (15)
    • Multimedia  (13)
  • Faculty Publications  (905)
← Page 51 of 1,919 Results →
  • 1994
  • Chapter

Industry Analysis

By: D. J. Collis and P. Ghemawat
Keywords: Mathematical Methods
Citation
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Collis, D. J., and P. Ghemawat. "Industry Analysis." In The Portable MBA in Strategy, edited by Liam Fahey and Robert M. Randall. New York: John Wiley & Sons, 1994.
  • 1997
  • Chapter

On the Role of the Wiener Process in Finance Theory and Practice: The Case of Replicating Portfolios

By: Robert C. Merton
Keywords: Mathematical Methods
Citation
Related
Merton, Robert C. "On the Role of the Wiener Process in Finance Theory and Practice: The Case of Replicating Portfolios." In The Legacy of Norbert Wiener: A Centennial Symposium. Vol. 60, edited by D. Jerison, I. M. Singer, and D. W. Stroock. Proceedings of Symposia in Pure Mathematics . Providence, RI: American Mathematical Society, 1997.
  • 19 Oct 2017
  • Working Paper Summaries

Games of Threats

Keywords: by Elon Kohlberg and Abraham Neyman; Education
  • 1972
  • Chapter

Random Walks and Technical Theories: Some Additional Evidence

By: George A. Benington and Michael C. Jensen
Keywords: Mathematical Methods
Citation
SSRN
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Benington, George A., and Michael C. Jensen. "Random Walks and Technical Theories: Some Additional Evidence." In Security Evaluation and Portfolio Analysis, edited by E. Elton and M. Gruber. Prentice Hall, 1972. (Also published in Journal of Finance (May 1970) and Investment Management: Some Readings, J. Lorie and R. Brealey, Editors (Praeger Publishers, 1972).)
  • 1979
  • Article

An Extension and Simple Proof of a Constrained Lattice Fix-Point Theorem

By: C. Blair and A. E. Roth
Keywords: Mathematical Methods
Citation
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Blair, C., and A. E. Roth. "An Extension and Simple Proof of a Constrained Lattice Fix-Point Theorem." Algebra Universalis 9 (1979): 131–132.
  • January 1975
  • Article

A Lattice Fixed-Point Theorem with Constraints

By: A. E. Roth
Keywords: Mathematical Methods
Citation
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Roth, A. E. "A Lattice Fixed-Point Theorem with Constraints." Bulletin of the American Mathematical Society 81 (January 1975): 136–138.
  • 2018
  • Working Paper

Bundling Incentives in (Many-to-Many) Matching with Contracts

By: Jonathan Ma and Scott Duke Kominers
In many-to-many matching with contracts, the way in which contracts are specified can affect the set of stable equilibrium outcomes. Consequently, agents may be incentivized to modify the set of contracts upfront. We consider one simple way in which agents may do so:... View Details
Keywords: Matching With Contracts; Contract Design; Bundling-proofness; Substitutability; Mathematical Methods
Citation
SSRN
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Ma, Jonathan, and Scott Duke Kominers. "Bundling Incentives in (Many-to-Many) Matching with Contracts." Harvard Business School Working Paper, No. 19-011, August 2018.
  • 2011
  • Chapter

Fundamental Data Anomalies

By: Ian D. Gow
Keywords: Mathematical Methods; Data and Data Sets
Citation
Related
Gow, Ian D. "Fundamental Data Anomalies." Chap. 5 in The Handbook of Equity Market Anomalies: Translating Market Inefficiencies into Effective Investment Strategies, edited by Len Zacks, 117–128. John Wiley & Sons, 2011.
  • November 1990 (Revised November 1992)
  • Background Note

Note on Linear Programming

Gives an elementary introduction to formulating linear programming models and interpreting linear programmings output. Other aspects of linear programming are discussed briefly. View Details
Keywords: Mathematical Methods
Citation
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Eckstein, Jonathan. "Note on Linear Programming." Harvard Business School Background Note 191-085, November 1990. (Revised November 1992.)
  • August 2005 (Revised April 2008)
  • Teaching Note

GuestFirst Hotel (A): Statistics Review with Data Desk (TN)

By: Frances X. Frei
Presents an overview of the statistical analysis covered in the case discussion. View Details
Keywords: Mathematical Methods
Citation
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Frei, Frances X. "GuestFirst Hotel (A): Statistics Review with Data Desk (TN)." Harvard Business School Teaching Note 606-038, August 2005. (Revised April 2008.)
  • February 2005 (Revised March 2005)
  • Background Note

Simple Regression Mathematics

By: Frances X. Frei and Dennis Campbell
Describes the underlying mathematics of regression. View Details
Keywords: Mathematical Methods
Citation
Educators
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Frei, Frances X., and Dennis Campbell. "Simple Regression Mathematics." Harvard Business School Background Note 605-061, February 2005. (Revised March 2005.)
  • Article

Overhead Allocation via Mathematical Programming Models

By: Robert S. Kaplan and Gerald Thompson
Keywords: Mathematical Methods
Citation
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Kaplan, Robert S., and Gerald Thompson. "Overhead Allocation via Mathematical Programming Models." Accounting Review 46, no. 2 (April 1971): 352–364.
  • 2001
  • Other Teaching and Training Material

Interaction Terms in Regression

By: William B. Simpson and Kimball Lewis
Keywords: Mathematical Methods
Citation
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Simpson, William B., and Kimball Lewis. "Interaction Terms in Regression." 2001. Electronic.
  • May 1983
  • Article

The Fragility of Econometric Reporting

By: Edward Leamer and Dutch Leonard
Keywords: Mathematical Methods
Citation
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Leamer, Edward, and Dutch Leonard. "The Fragility of Econometric Reporting." Review of Economics and Statistics 65, no. 2 (May 1983).
  • 2004
  • Other Unpublished Work

Long-Horizon Mean-Variance Analysis: A User Guide

By: Luis M. Viceira and John Y. Campbell
Keywords: Mathematical Methods
Citation
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Viceira, Luis M., and John Y. Campbell. "Long-Horizon Mean-Variance Analysis: A User Guide." September 2004.
  • April 1966
  • Article

A Two-Stage Forecasting Model: Exponential Smoothing and Multiple Regression

By: D. B. Crane and James R. Crotty
Keywords: Mathematical Methods
Citation
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Crane, D. B., and James R. Crotty. "A Two-Stage Forecasting Model: Exponential Smoothing and Multiple Regression." Management Science 13, no. 8 (April 1966).
  • November 1977 (Revised February 1979)
  • Background Note

Growth Analysis

By: David F. Hawkins
Keywords: Mathematical Methods
Citation
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Related
Hawkins, David F. "Growth Analysis." Harvard Business School Background Note 178-113, November 1977. (Revised February 1979.)
  • 2021
  • Working Paper

Population Interference in Panel Experiments

By: Iavor I Bojinov, Kevin Wu Han and Guillaume Basse
The phenomenon of population interference, where a treatment assigned to one experimental unit affects another experimental unit's outcome, has received considerable attention in standard randomized experiments. The complications produced by population interference in... View Details
Keywords: Finite Population; Potential Outcomes; Dynamic Causal Effects; Mathematical Methods
Citation
SSRN
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Bojinov, Iavor I., Kevin Wu Han, and Guillaume Basse. "Population Interference in Panel Experiments." Harvard Business School Working Paper, No. 21-100, March 2021.
  • 2021
  • Article

Prisoners, Rooms, and Lightswitches

By: Daniel M. Kane and Scott Duke Kominers
We examine a new variant of the classic prisoners and lightswitches puzzle: A warden leads his n prisoners in and out of r rooms, one at a time, in some order, with each prisoner eventually visiting every room an arbitrarily large number of times. The... View Details
Keywords: Mathematical Methods
Citation
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Kane, Daniel M., and Scott Duke Kominers. "Prisoners, Rooms, and Lightswitches." Electronic Journal of Combinatorics 28, no. 1 (2021).
  • 2019
  • Article

Configurations of Extremal Type II Codes via Harmonic Weight Enumerators

By: Noam D. Elkies and Scott Duke Kominers
We prove configuration results for extremal Type II codes, analogous to the configuration results of Ozeki and of the second author for extremal Type II lattices. Specifically, we show that for n ∈{8,24,32,48,56,72,96} every extremal Type II code of length n is... View Details
Keywords: Mathematical Methods
Citation
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Related
Elkies, Noam D., and Scott Duke Kominers. "Configurations of Extremal Type II Codes via Harmonic Weight Enumerators." Journal de Théorie des Nombres de Bordeaux 31, no. 3 (2019): 679–688.
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