Institution
University of Mannheim
Education•Mannheim, Germany•
About: University of Mannheim is a education organization based out in Mannheim, Germany. It is known for research contribution in the topics: Context (language use) & Politics. The organization has 4448 authors who have published 12918 publications receiving 446557 citations. The organization is also known as: Uni Mannheim & UMA.
Papers published on a yearly basis
Papers
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TL;DR: This article found a strong positive correlation between education and health, both self-rated and measured by blood fibrinogen and C-reactive protein levels, and found ambiguous causal effects of schooling on women's selfrated health and insignificant causal effects on men's self rated health and biomarker levels in both sexes.
Abstract: Using data from the Health Survey for England and the English Longitudinal Study on Ageing, we estimate the causal effect of schooling on health. Identification comes from two nation wide increases in British compulsory school leaving age in 1947 and 1973, respectively. Our study complements earlier studies exploiting compulsory schooling laws as source of exogenous variation in schooling by using biomarkers as measures of health outcomes in addition to self-reported measures. We find a strong positive correlation between education and health, both self-rated and measured by blood fibrinogen and C-reactive protein levels. However, we find ambiguous causal effects of schooling on women's self-rated health and insignificant causal effects of schooling on men's self-rated health and biomarker levels in both sexes.
145 citations
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TL;DR: In this article, a nonparametric estimator for local quantile treatment effects in the regression discontinuity (RD) design is introduced, which uses local distribution regression to estimate the marginal distributions of the potential outcomes.
145 citations
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TL;DR: In this article, an estimator of the additive components of a nonparametric additive model with a known link function is presented. And the asymptotic distribution of each additive component is the same as it would be if the other components were known with certainty.
Abstract: This paper describes an estimator of the additive components of a nonparametric additive model with a known link function. When the additive components are twice continuously differentiable, the estimator is asymptotically normally distributed with a rate of convergence in probability of 2 / 5 n - . This is true regardless of the (finite) dimension of the explanatory variable. Thus, in contrast to the existing asymptotically normal estimator, the new estimator has no curse of dimensionality. Moreover, the asymptotic distribution of each additive component is the same as it would be if the other components were known with certainty.
145 citations
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TL;DR: Increasing self-control strength could reduce the negative anxiety effects in sports and improve athletes' performance under pressure.
Abstract: In the present article, we analyzed the role of self-control strength and state anxiety in sports performance. We tested the hypothesis that self-control strength and state anxiety interact in predicting sports performance on the basis of two studies, each using a different sports task (Study 1: performance in a basketball free throw task, N = 64; Study 2: performance in a dart task, N = 79). The patterns of results were as expected in both studies: Participants with depleted self-control strength performed worse in the specific tasks as their anxiety increased, whereas there was no significant relation for participants with fully available self-control strength. Furthermore, different degrees of available self-control strength did not predict performance in participants who were low in state anxiety, but did in participants who were high in state anxiety. Thus increasing self-control strength could reduce the negative anxiety effects in sports and improve athletes' performance under pressure.
145 citations
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TL;DR: In this paper, the authors show that in the absence of monotonicity, the quantiles identify local average structural derivatives of nonseparable models, which are ideal for many economic applications.
Abstract: Nonseparable models do not impose any type of additivity between the unobserved part and the observable regressors, and are therefore ideal for many economic applications. To identify these models using the entire joint distribution of the data as summarized in regression quantiles, monotonicity in unobservables has frequently been assumed. This paper establishes that in the absence of monotonicity, the quantiles identify local average structural derivatives of nonseparable models.
144 citations
Authors
Showing all 4522 results
Name | H-index | Papers | Citations |
---|---|---|---|
Andreas Kugel | 128 | 910 | 75529 |
Jürgen Rehm | 126 | 1132 | 116037 |
Norbert Schwarz | 117 | 488 | 71008 |
Andreas Hochhaus | 117 | 923 | 68685 |
Barry Eichengreen | 116 | 949 | 51073 |
Herta Flor | 112 | 638 | 48175 |
Eberhard Ritz | 111 | 1109 | 61530 |
Marcella Rietschel | 110 | 765 | 65547 |
Andreas Meyer-Lindenberg | 107 | 534 | 44592 |
Daniel Cremers | 99 | 655 | 44957 |
Thomas Brox | 99 | 329 | 94431 |
Miles Hewstone | 88 | 418 | 26350 |
Tobias Banaschewski | 85 | 692 | 31686 |
Andreas Herrmann | 82 | 761 | 25274 |
Axel Dreher | 78 | 350 | 20081 |