Matt Goldman

Microsoft Corporation - Microsoft Research - Redmond

Researcher

Building 99

Redmond, WA

United States

UC San Diego

CA

United States

SCHOLARLY PAPERS

5

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Top 45,703

in Total Papers Downloads

945

SSRN CITATIONS

0

CROSSREF CITATIONS

9

Scholarly Papers (5)

1.

Position Auctions in Practice

Number of pages: 58 Posted: 16 Nov 2014 Last Revised: 31 May 2017
Matt Goldman and Justin M. Rao
Microsoft Corporation - Microsoft Research - Redmond and Microsoft Research
Downloads 449 (66,143)
Citation 12

Abstract:

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Sponsored Search, Mechanism Design, Instrumental Variables

2.

Optimal Stopping in the NBA: An Empirical Model of the Miami Heat

Number of pages: 35 Posted: 06 Dec 2013 Last Revised: 20 Aug 2014
Matt Goldman and Justin M. Rao
Microsoft Corporation - Microsoft Research - Redmond and Microsoft Research
Downloads 306 (102,693)
Citation 2

Abstract:

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optimal stopping, expertise, lab vs. field, behavioral biases, marginal thinking

3.

Loss Aversion Around a Fixed Reference Point in Highly Experienced Agents

Number of pages: 51 Posted: 21 May 2016 Last Revised: 24 Jun 2017
Matt Goldman and Justin M. Rao
Microsoft Corporation - Microsoft Research - Redmond and Microsoft Research
Downloads 96 (282,766)

Abstract:

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reference dependence, loss aversion, expertise, behavioral economics

4.

Misperception of Risk and Incentives by Experienced Agents

Number of pages: 21 Posted: 12 May 2014
Matt Goldman and Justin M. Rao
Microsoft Corporation - Microsoft Research - Redmond and Microsoft Research
Downloads 93 (288,562)

Abstract:

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risk, experience, incentives, bias, learning

5.

Non‐Parametric Inference on (Conditional) Quantile Differences and Interquantile Ranges, Using L‐Statistics

The Econometrics Journal, Vol. 21, Issue 2, pp. 136-169, 2018
Number of pages: 34 Posted: 02 Jul 2018
Matt Goldman and David Kaplan
Microsoft Corporation - Microsoft Research - Redmond and University of California, San Diego (UCSD) - Department of Economics
Downloads 1 (675,073)
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Abstract:

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Dirichlet distribution, Fractional order statistics, High‐order accuracy, Inequality, Quantile treatment effect