1,444 research outputs found

    sj-docx-1-ras-10.1177_00208523231167081 - Supplemental material for Multilevel power structure and local compliance with government transparency mandates: evidence from China's environmental transparency reform

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    Supplemental material, sj-docx-1-ras-10.1177_00208523231167081 for Multilevel power structure and local compliance with government transparency mandates: evidence from China's environmental transparency reform by Jin Li and Shaowei Chen in International Review of Administrative Sciences</p

    Essays in Behavioral Economics

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    This dissertation studies three aspects of decision theory and behavioral economics, and their ap- plications. The first chapter, co-authored with Meng-Yu Liang and Simon Grant, studies a costly self- control model with limited willpower. In Gul and Pesendorfer (Econometrica 69(6):1403–1435, 2001), a decision-maker, when facing a choice among menus, evaluates each menu in terms of the maximum value of its commitment utility net of self-control costs. We extends the model such that this maximum is constrained by the condition that the cost of self-control cannot exceed the decision-maker’s stock of willpower w. Four of the five axioms of our characterization are as in their Theorem 3 except that the independence axiom is restricted to a subset of menus. We add one new axiom to regulate willpower as a limited (cognitive) resource in which the available “stock” does not vary across menus. In our characterization, choices within menus that satisfy WARP reveal a constant trade-off between commitment and temptation utilities. However, it is the discontinuity of preferences over menus (along with violations of WARP for choices within menus) that reveals w (measured in units of temptation utility), allowing for a behaviorally meaningful comparative measure of self-control across individuals. The second chapter, co-authored with Chen Zhao, Shaowei Ke and Zhaoran Wang, studies an axiomatic foundation for a class of neural-network models applied to decision-making under risk, called neural-network expected utility (NEU) models. Motivated by classic experimental find- ings, we weaken the independence axiom in a novel way. We show how to use simple neurons, referred to as behavioral neurons, in a NEU model to capture behavioral effects such as the cer- tainty effect and reference dependence. Empirically, we show that some simple NEU models with natural inter- pretation predicts better than existing theories such as expected utility theory and cumulative prospect theory out of sample, and that behavioral neurons help improve NEU models’ performance. The third chapter provides a micro-founded model to discuss the effects of decimal expression of prices. It applies the information cost function in Pomatto et al. [2020] to the model of Matějka [2015]. With this combination, this paper suggests that the inattentive consumer imperfectly uses leading digits as a signal to process information about prices. Further, this paper demonstrates that the monopolistic seller may reduce the sale price to change the leading digit to emphasize the sale to consumers with medium-level information capacity.PhDEconomicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.lib.umich.edu/bitstream/2027.42/171365/1/slhsieh_1.pd

    sj-doc-3-taj-10.1177_20406223221077966 – Supplemental material for Is Chinese herbal formula (nourishing Yin therapy) effective and well tolerated as an adjunct medication to hydroxychloroquine in the treatment of primary Sjögren’s syndrome? A meta-analysis of randomised controlled trials

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    Supplemental material, sj-doc-3-taj-10.1177_20406223221077966 for Is Chinese herbal formula (nourishing Yin therapy) effective and well tolerated as an adjunct medication to hydroxychloroquine in the treatment of primary Sjögren’s syndrome? A meta-analysis of randomised controlled trials by Shaowei Li, Rui Ou, Dandan Liu, Zhihuang Chen, Song Wei, Xiaohao Li, Xianxian Zhang, Yingwan Liu and Chunfu Hou in Therapeutic Advances in Chronic Disease</p

    sj-doc-4-taj-10.1177_20406223221077966 – Supplemental material for Is Chinese herbal formula (nourishing Yin therapy) effective and well tolerated as an adjunct medication to hydroxychloroquine in the treatment of primary Sjögren’s syndrome? A meta-analysis of randomised controlled trials

    No full text
    Supplemental material, sj-doc-4-taj-10.1177_20406223221077966 for Is Chinese herbal formula (nourishing Yin therapy) effective and well tolerated as an adjunct medication to hydroxychloroquine in the treatment of primary Sjögren’s syndrome? A meta-analysis of randomised controlled trials by Shaowei Li, Rui Ou, Dandan Liu, Zhihuang Chen, Song Wei, Xiaohao Li, Xianxian Zhang, Yingwan Liu and Chunfu Hou in Therapeutic Advances in Chronic Disease</p

    sj-doc-2-taj-10.1177_20406223221077966 – Supplemental material for Is Chinese herbal formula (nourishing Yin therapy) effective and well tolerated as an adjunct medication to hydroxychloroquine in the treatment of primary Sjögren’s syndrome? A meta-analysis of randomised controlled trials

    No full text
    Supplemental material, sj-doc-2-taj-10.1177_20406223221077966 for Is Chinese herbal formula (nourishing Yin therapy) effective and well tolerated as an adjunct medication to hydroxychloroquine in the treatment of primary Sjögren’s syndrome? A meta-analysis of randomised controlled trials by Shaowei Li, Rui Ou, Dandan Liu, Zhihuang Chen, Song Wei, Xiaohao Li, Xianxian Zhang, Yingwan Liu and Chunfu Hou in Therapeutic Advances in Chronic Disease</p

    sj-doc-1-taj-10.1177_20406223221077966 – Supplemental material for Is Chinese herbal formula (nourishing Yin therapy) effective and well tolerated as an adjunct medication to hydroxychloroquine in the treatment of primary Sjögren’s syndrome? A meta-analysis of randomised controlled trials

    No full text
    Supplemental material, sj-doc-1-taj-10.1177_20406223221077966 for Is Chinese herbal formula (nourishing Yin therapy) effective and well tolerated as an adjunct medication to hydroxychloroquine in the treatment of primary Sjögren’s syndrome? A meta-analysis of randomised controlled trials by Shaowei Li, Rui Ou, Dandan Liu, Zhihuang Chen, Song Wei, Xiaohao Li, Xianxian Zhang, Yingwan Liu and Chunfu Hou in Therapeutic Advances in Chronic Disease</p

    ParLS-PBO: A Parallel Local Search Solver for Pseudo Boolean Optimization

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    As a broadly applied technique in numerous optimization problems, recently, local search has been employed to solve Pseudo-Boolean Optimization (PBO) problem. A representative local search solver for PBO is LS-PBO. In this paper, firstly, we improve LS-PBO by a dynamic scoring mechanism, which dynamically strikes a balance between score on hard constraints and score on the objective function. Moreover, on top of this improved LS-PBO, we develop the first parallel local search PBO solver. The main idea is to share good solutions among different threads to guide the search, by maintaining a pool of feasible solutions. For evaluating solutions when updating the pool, we propose a function that considers both the solution quality and the diversity of the pool. Furthermore, we calculate the polarity density in the pool to enhance the scoring function of local search. Our empirical experiments show clear benefits of the proposed parallel approach, making it competitive with the parallel version of the famous commercial solver Gurobi

    Multi-bump solutions for a strongly indefinite semilinear Schrodinger equation without symmetry or convexity assumptions

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    In this paper, we study the following semilinear Schrodinger equations with periodic coefficient: -Delta u + V(x)u = f(x, u), u is an element of H-1 (R-N). The functional corresponding to this equation possesses strongly indefinite structure. The nonlinear term f(x,t) satisfies some superlinear growth conditions and need not be odd or increasing in t. Using a new variational reduction method and a generalized Morse theory, we proved that this equation has infinitely many geometrically different solutions . Furthermore, if the solutions of this equation under some energy level are isolated, then we can show that this equation has infinitely many m-bump solutions for any positive integer m &gt;= 2. (C) 2007 Elsevier Ltd. All rights reserved.Mathematics, AppliedMathematicsSCI(E)EI0ARTICLE103067-31026
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