andrew_gelman_stats andrew_gelman_stats-2010 andrew_gelman_stats-2010-485 knowledge-graph by maker-knowledge-mining

485 andrew gelman stats-2010-12-25-Unlogging


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Introduction: Catherine Bueker writes: I [Bueker] am analyzing the effect of various contextual factors on the voter turnout of naturalized Latino citizens. I have included the natural log of the number of Spanish Language ads run in each state during the election cycle to predict voter turnout. I now want to calculate the predicted probabilities of turnout for those in states with 0 ads, 500 ads, 1000 ads, etc. The problem is that I do not know how to handle the beta coefficient of the LN(Spanish language ads). Is there someway to “unlog” the coefficient? My reply: Calculate these probabilities for specific values of predictors, then graph the predictions of interest. Also, you can average over the other inputs in your model to get summaries. See this article with Pardoe for further discussion.


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1 Catherine Bueker writes: I [Bueker] am analyzing the effect of various contextual factors on the voter turnout of naturalized Latino citizens. [sent-1, score-0.831]

2 I have included the natural log of the number of Spanish Language ads run in each state during the election cycle to predict voter turnout. [sent-2, score-1.466]

3 I now want to calculate the predicted probabilities of turnout for those in states with 0 ads, 500 ads, 1000 ads, etc. [sent-3, score-0.79]

4 The problem is that I do not know how to handle the beta coefficient of the LN(Spanish language ads). [sent-4, score-0.594]

5 My reply: Calculate these probabilities for specific values of predictors, then graph the predictions of interest. [sent-6, score-0.433]

6 Also, you can average over the other inputs in your model to get summaries. [sent-7, score-0.224]

7 See this article with Pardoe for further discussion. [sent-8, score-0.032]


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Introduction: Catherine Bueker writes: I [Bueker] am analyzing the effect of various contextual factors on the voter turnout of naturalized Latino citizens. I have included the natural log of the number of Spanish Language ads run in each state during the election cycle to predict voter turnout. I now want to calculate the predicted probabilities of turnout for those in states with 0 ads, 500 ads, 1000 ads, etc. The problem is that I do not know how to handle the beta coefficient of the LN(Spanish language ads). Is there someway to “unlog” the coefficient? My reply: Calculate these probabilities for specific values of predictors, then graph the predictions of interest. Also, you can average over the other inputs in your model to get summaries. See this article with Pardoe for further discussion.

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Introduction: I received the following message from “Patricia Lopez” of “Premium Link Ads”: Hello, I am interested in placing a text link on your page: http://andrewgelman.com/2011/07/super_sam_fuld/. The link would point to a page on a website that is relevant to your page and may be useful to your site visitors. We would be happy to compensate you for your time if it is something we are able to work out. The best way to reach me is through a direct response to this email. This will help me get back to you about the right link request. Please let me know if you are interested, and if not thanks for your time. Thanks. Usually I just ignore these, but after our recent discussion I decided to reply. I wrote: How much do you pay? But no answer. I wonder what’s going on? I mean, why bother sending the email in the first place if you’re not going to follow up?

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Introduction: These are based on raw Pew data, reweighted to adjust for voter turnout by state, income, and ethnicity. No modeling of vote on age, education, and ethnicity. I think our future estimates based on the 9-way model will be better, but these are basically OK, I think. All but six of the dots in the graph are based on sample sizes greater than 30. I published these last year but they’re still relevant, I think. There’s lots of confusion when it comes to education and voting.

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Introduction: 1. Suppose that, in a survey of 1000 people in a state, 400 say they voted in a recent primary election. Actually, though, the voter turnout was only 30%. Give an estimate of the probability that a nonvoter will falsely state that he or she voted. (Assume that all voters honestly report that they voted.) P.S. The commenters are picking up some of the unintended “Hare and pineapple” ambiguity in my question!

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Introduction: I encourage you to check out our linked blogs . Here’s what they’re all about: Cognitive and Behavioral Science BPS Research Digest : I haven’t been following this one recently, but it has lots of good links, I should probably check it more often. There are a couple things that bother me, though. The blog is sponsored by the British Psychological Society, so this sounds pretty serious. But then they run things like advertising promotions sponsored by a textbook company and highlight iffy experimental claims. For example, in 2010 they ran a wholly uncritical post on the notorious Daryl Bem study that purported to find ESP. After being called on it in the comments, the blogger (Christian Jarrett) responded with, “The stats appear sound. . . . it’s a great study. Rigorously conducted” and even defended “the discussion of quantum physics in the paper.” To be fair, though, and as he points out in comments, Jarrett wrote of Bem’s study: “this isn’t proof of psi, far fr

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Introduction: Catherine Bueker writes: I [Bueker] am analyzing the effect of various contextual factors on the voter turnout of naturalized Latino citizens. I have included the natural log of the number of Spanish Language ads run in each state during the election cycle to predict voter turnout. I now want to calculate the predicted probabilities of turnout for those in states with 0 ads, 500 ads, 1000 ads, etc. The problem is that I do not know how to handle the beta coefficient of the LN(Spanish language ads). Is there someway to “unlog” the coefficient? My reply: Calculate these probabilities for specific values of predictors, then graph the predictions of interest. Also, you can average over the other inputs in your model to get summaries. See this article with Pardoe for further discussion.

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