andrew_gelman_stats andrew_gelman_stats-2012 andrew_gelman_stats-2012-1614 knowledge-graph by maker-knowledge-mining

1614 andrew gelman stats-2012-12-09-The pretty picture is just the beginning of the data exploration. But the pretty picture is a great way to get started. Another example of how a puzzle can make a graph appealing


meta infos for this blog

Source: html

Introduction: Ben Hyde sends along this appealing image by Michael Paukner, which represents a nearly perfect distillation of “infographics”: Here are some of the comments on the linked page: Rather than redrawing the picture to make the lines more clear, I’d say: leave the graphic as is, and have a link to a set of statistical graphs that show where the different sorts of old trees are and what they look like. Let’s value the above image for its clean look and its clever Christmas-tree design, and once we have it, take advantage of viewers’ interest in the topic to show them more. P.S. See my comment below which I think further illuminates the appeal of this particular tree.


Summary: the most important sentenses genereted by tfidf model

sentIndex sentText sentNum sentScore

1 Let’s value the above image for its clean look and its clever Christmas-tree design, and once we have it, take advantage of viewers’ interest in the topic to show them more. [sent-2, score-1.491]

2 See my comment below which I think further illuminates the appeal of this particular tree. [sent-5, score-0.37]


similar blogs computed by tfidf model

tfidf for this blog:

wordName wordTfidf (topN-words)

[('image', 0.319), ('redrawing', 0.265), ('hyde', 0.254), ('viewers', 0.214), ('infographics', 0.214), ('trees', 0.21), ('show', 0.195), ('graphic', 0.18), ('tree', 0.178), ('ben', 0.175), ('appealing', 0.175), ('clever', 0.174), ('appeal', 0.17), ('clean', 0.153), ('represents', 0.148), ('sends', 0.146), ('linked', 0.146), ('look', 0.145), ('leave', 0.144), ('perfect', 0.14), ('advantage', 0.14), ('picture', 0.14), ('nearly', 0.129), ('lines', 0.128), ('michael', 0.126), ('design', 0.115), ('sorts', 0.11), ('old', 0.107), ('page', 0.105), ('graphs', 0.104), ('value', 0.103), ('interest', 0.096), ('comment', 0.095), ('topic', 0.094), ('along', 0.092), ('link', 0.09), ('comments', 0.089), ('clear', 0.084), ('set', 0.08), ('let', 0.079), ('particular', 0.074), ('take', 0.072), ('rather', 0.058), ('different', 0.056), ('statistical', 0.054), ('say', 0.054), ('make', 0.046), ('see', 0.037), ('think', 0.031)]

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Introduction: Ben Hyde sends along this appealing image by Michael Paukner, which represents a nearly perfect distillation of “infographics”: Here are some of the comments on the linked page: Rather than redrawing the picture to make the lines more clear, I’d say: leave the graphic as is, and have a link to a set of statistical graphs that show where the different sorts of old trees are and what they look like. Let’s value the above image for its clean look and its clever Christmas-tree design, and once we have it, take advantage of viewers’ interest in the topic to show them more. P.S. See my comment below which I think further illuminates the appeal of this particular tree.

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Introduction: Ben Hyde sends along this : Stuck in the middle of the supplemental data, reporting the total workup for their compounds, was this gem: Emma, please insert NMR data here! where are they? and for this compound, just make up an elemental analysis . . . I’m reminded of our recent discussions of coauthorship, where I argued that I see real advantages to having multiple people taking responsibility for the result. Jay Verkuilen responded: “On the flipside of collaboration . . . is diffusion of responsibility, where everybody thinks someone else ‘has that problem’ and thus things don’t get solved.” That’s what seems to have happened (hilariously) here.

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lsi for this blog:

topicId topicWeight

[(0, 0.112), (1, -0.024), (2, -0.015), (3, 0.042), (4, 0.075), (5, -0.092), (6, -0.042), (7, 0.021), (8, -0.014), (9, -0.035), (10, 0.004), (11, -0.014), (12, 0.029), (13, 0.011), (14, -0.002), (15, 0.02), (16, -0.001), (17, -0.006), (18, -0.044), (19, -0.016), (20, 0.002), (21, -0.013), (22, 0.03), (23, -0.04), (24, 0.008), (25, 0.022), (26, 0.038), (27, 0.038), (28, 0.024), (29, -0.01), (30, -0.021), (31, 0.052), (32, -0.004), (33, -0.061), (34, 0.0), (35, 0.001), (36, 0.045), (37, -0.012), (38, 0.08), (39, 0.046), (40, 0.025), (41, -0.018), (42, 0.01), (43, 0.053), (44, -0.014), (45, -0.009), (46, -0.036), (47, 0.071), (48, -0.025), (49, 0.058)]

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Introduction: Ben Hyde sends along this appealing image by Michael Paukner, which represents a nearly perfect distillation of “infographics”: Here are some of the comments on the linked page: Rather than redrawing the picture to make the lines more clear, I’d say: leave the graphic as is, and have a link to a set of statistical graphs that show where the different sorts of old trees are and what they look like. Let’s value the above image for its clean look and its clever Christmas-tree design, and once we have it, take advantage of viewers’ interest in the topic to show them more. P.S. See my comment below which I think further illuminates the appeal of this particular tree.

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