Last edited by Sharisar
Wednesday, July 8, 2020 | History

5 edition of Fractional treatment rules for social diversification of indivisible private risks found in the catalog.

Fractional treatment rules for social diversification of indivisible private risks

Charles F. Manski

Fractional treatment rules for social diversification of indivisible private risks

by Charles F. Manski

  • 188 Want to read
  • 11 Currently reading

Published by National Bureau of Economic Research in Cambridge, MA .
Written in English

    Subjects:
  • Social planning -- Methodology.

  • Edition Notes

    StatementCharles F. Manski.
    SeriesNBER working paper series ;, working paper 11675, Working paper series (National Bureau of Economic Research : Online) ;, working paper no. 11675.
    ContributionsNational Bureau of Economic Research.
    Classifications
    LC ClassificationsHB1
    The Physical Object
    FormatElectronic resource
    ID Numbers
    Open LibraryOL3479208M
    LC Control Number2005620342

    International experience demonstrates both the effectiveness and difficulties of using the mechanism of a public–private partnership (PPP) in solving socially significant problems of investment development of an innovative economy. The lack of tools to make an informed choice of the best PPP model in terms of the risks diversification is one of the significant problems . Fractional Treatment Rules for Social Diversification of Indivisible Private Risks Charles F. Manski # (PE) Minorites and Storable Votes Alessandra Casella, Thomas Palfrey and Raymond Riezman # (ME, PE) Estimation and Identification of Merger Effects: An Application to Hospital Mergers.

    Econlib Editor's Notes. The text has been altered as little as possible from the original edition (Risk, Uncertainty, and Profit, Frank H. Knight, Ph.D., Associate Professor of Economics in the State University of Iowa; Boston and New York, Houghton Mifflin Co.,The Riverside Press, ). A few corrections of obvious typos were made for this website edition. Charles F. Manski Department of Economics Northwestern University Campus Drive Evanston, IL Tel: / Fax: / E-Mail.

      1. Introduction. Financial risk management is a huge field with diverse and evolving components, as evidenced by both its historical development (e.g. Diebold, ) and current best practice (e.g. Stulz, ).One such component—probably the key component—is risk measurement, in particular the measurement of financial asset-return volatilities and . Bogleheads® is the title adopted by many of the investing enthusiasts who participate in this site. The term is intended to honor Vanguard founder and investor advocate John Bogle.. The Bogleheads® emphasize starting early, living below one's means, regular saving, broad diversification, simplicity, and sticking to one's investment plan regardless of market conditions.


Share this book
You might also like
Two discourses in memory of Edmund Martin Geldart, M.A.

Two discourses in memory of Edmund Martin Geldart, M.A.

John Piper.

John Piper.

Secret weapons.

Secret weapons.

Studies of student financial aid programs and needs in Florida.

Studies of student financial aid programs and needs in Florida.

Radio-frequency dielectric heating in industry

Radio-frequency dielectric heating in industry

Kaleidoscope of cultures

Kaleidoscope of cultures

A Compendium of options for government policy to encourage private sector responses to potential climate change

A Compendium of options for government policy to encourage private sector responses to potential climate change

Marlovian world picture

Marlovian world picture

Reading for comprehension

Reading for comprehension

Evaluation of the Boleyn solar home, Portland, Oregon

Evaluation of the Boleyn solar home, Portland, Oregon

Basic algebra

Basic algebra

Jung

Jung

Railways and Transport Safety Bill.

Railways and Transport Safety Bill.

Fractional treatment rules for social diversification of indivisible private risks by Charles F. Manski Download PDF EPUB FB2

Get this from a library. Fractional treatment rules for social diversification of indivisible private risks. [Charles F Manski; National Bureau of Economic Research.] -- "Should a social planner treat observationally identical persons identically.

This paper shows that uniform treatment is not necessarily desirable when a planner has only partial knowledge of. Fractional Treatment Rules for Social Diversification of Indivisible Private Risks Charles F. Manski Department of Economics and Institute for Policy Research, Northwestern University September Abstract Should a social planner treat observationally identical persons identically.

This paper shows that uniform. Fractional Treatment Rules for Social Diversification of Indivisible Private Risks Charles F. Manski. NBER Working Paper No. Issued in October NBER Program(s):Public Economics. Should a social planner treat observationally identical persons identically. Fractional Treatment Rules for Social Diversification of Indivisible Private Risks Charles F.

Manski. NBER Working Paper No. Issued in October NBER Program(s):Public Economics. Should a social planner treat observationally identical persons identically?Cited by: 3. Charles F. Manski, "Fractional Treatment Rules for Social Diversification of Indivisible Private Risks," NBER Working PapersNational Bureau of Economic Research, Inc.

Handle: RePEc:nbr:nberwo Note: PE. BibTeX @MISC{Manski_fractionaltreatment, author = {Charles F. Manski}, title = {Fractional Treatment Rules for Social Diversification of Indivisible Private Risks,” National Bureau of Economic Research Working Paper W}, year = {}}.

Download Citation | Fractional Treatment Rules for Social Diversification of Indivisible Private Risks | This paper evaluates a pilot program run by a company called OPOWER, previously known as. Fractional Treatment Rules for Social Diversification of Indivisible Private Risks.

By Charles F. Manski. Download PDF ( KB) Abstract. Should a social planner treat observationally identical persons identically. This paper shows that uniform treatment is not necessarily desirable when a planner has only partial knowledge of treatment response.

Fractional Treatment Rules for Social Diversification of Indivisible Private Risks. By Charles F. Manski. Get PDF ( KB) the literal notion of a planner who makes decisions on behalf of society and consider the feasibility of implementing fractional treatment rules in functioning democracies.

OAI identifier. This article revises and supercedes an earlier working paper “Fractional Treatment Rules for Social Diversification of Indivisible Private Risks,” NBER Working Paper W, September Please address correspondence to: Charles F.

Manski, Department of Economics, Northwestern University, Sheridan Road, Evanston, IL CiteSeerX - Document Details (Isaac Councill, Lee Giles, Pradeep Teregowda): John Pepper, Jörg Stoye, and Alex Tetenov for comments. I have also benefitted from the opportunity to present this work in a seminar at the University of Wisconsin-Madison.

The views expressed herein are those of the author(s) and do not necessarily reflect the views of the National Bureau of. Fractional Treatment Rules for Social Diversification of Indivisible Private Risks Charles F.

Manski Department of Economics and Institute for Policy Research, Northwestern University August This research was supported in part by National Science Foundation grant SES I am grateful to John Pepper and Alex Tetenov for comments.

Fractional Treatment Rules for Social Diversification of Indivisible Private Risks,” National Bureau of Economic Research Working Paper W By Charles F. Manski. Abstract. Should a social planner treat observationally identical persons identically.

The answer is positive when treatment is individualistic and a utilitarian planner knows. Fractional Treatment Rules for Social Diversification of Indivisible Private Risks.

By and Charles F. Manski and Charles F. Manski and Charles F. Manski. Abstract. John Pepper, Jörg Stoye, and Alex Tetenov for comments. I have also benefitted from the opportunity to present this work in a seminar at the University of Wisconsin-Madison.

The. substantially revises and supercedes an earlier working paper “Fractional Treatment Rules for Social Diversification of Indivisible Private Risks,” NBER Working Paper W, September I have benefitted from the opportunity to present this work in a seminar at Universitat Pompeu Fabra.

FRACTIONAL TREATMENT RULES FOR SOCIAL DIVERSIFICATION OF INDIVISIBLE PRIVATE RISKS Research on social planning recognizes that a planner may want to treat observationally different persons differently. This is the essence of profiling.

However, research on social planning usually presumes that a planner should. Fractional treatment rules for social diversification of indivisible private risks: How should we measure consumer confidence (sentiment)?: evidence from the Michigan survey of consumers: Identification for prediction and decision: Identification problems in the social.

“Admissible Treatment Rules for a Risk-Averse Planner with Experimental Data on an Innovation,” with A. Tetenov, September “Minimax-Regret Treatment Choice with Missing Outcome Data,” Journal of Econometrics, forthcoming.

“Fractional Treatment Rules for Social Diversification of Indivisible Private Risks,” September Fractional Treatment Rules for Social Diversification of Indivisible Private Risks NBER Working Papers, National Bureau of Economic Research, Inc ; Measuring and Interpreting Expectations of Equity Returns NBER Working Papers, National Bureau of Economic Research, Inc View citations (24) See also Journal Article in Journal of Applied.

Fractional Treatment Rules for Social Diversification of Indivisible Private Risks by Charles F. Manski; Walk or wait. An empirical analysis of street crossing decisions by Mark D.

Manuszak & Charles F. Manski & Sanghamitra Das; What Can Be Learned About Population Parameters when the Data Are Contaminated. by Horowitz, J. & Manski, C. Foundation grant SES This article revises and supercedes an earlier working paper "Fractional Treatment Rules for Social Diversification of Indivisible Private Risks," NBER Working Paper W, September Please address correspondence to: Charles F.

Manski, Department of Economics, Northwestern University, Sheridan."Statistical treatment rules for heterogeneous populations," CeMMAP working papers CWP03/03, Centre for Microdata Methods and Practice, Institute for Fiscal Studies.

Manski, Charles F., " Identification problems and decisions under ambiguity: Empirical analysis of treatment response and normative analysis of treatment choice," Journal of.Clinical trial design enabling e-optimal treatment rules: 0: 0: 0: 0: 1: 2: Fractional Treatment Rules for Social Diversification of Indivisible Private Risks: 0: 0: 0: 0: 0: 5: How Do Right-To-Carry Laws Affect Crime Rates?

Coping With Ambiguity Using Bounded-Variation Assumptions.