{"id":2280,"date":"2021-02-01T01:01:12","date_gmt":"2021-01-31T16:01:12","guid":{"rendered":"http:\/\/141.164.34.82\/?p=2280"},"modified":"2021-02-01T01:55:39","modified_gmt":"2021-01-31T16:55:39","slug":"shingles-lattice","status":"publish","type":"post","link":"http:\/\/ds.sumeun.org\/?p=2280","title":{"rendered":"Shingles &#038; Lattice"},"content":{"rendered":"<pre><code class=\"r\">library(lattice)\ndata(&#39;BankWages&#39;, package=&#39;AER&#39;)\ndata(mtcars)\n<\/code><\/pre>\n<h2>\uac04\ub2e8\ud558\uac8c \uc870\uac74\ubd80 \uc774\ubcc0\uc218 \uc0b0\uc810\ub3c4 \uadf8\ub9ac\uae30<\/h2>\n<pre><code class=\"r\">xyplot(x ~ y | g, dat)\n<\/code><\/pre>\n<ul>\n<li>\ub9cc\uc57d \uc870\uac74 \ubcc0\uc218 <code>g<\/code> \uc5ed\uc2dc \uc5f0\uc18d\ud615\uc774\ub77c\uba74, \uadf8 \uacb0\uacfc\ub294 \ub2e4\uc74c\uacfc \uac19\ub2e4.<\/li>\n<\/ul>\n<pre><code class=\"r\">xyplot(qsec ~ hp | mpg, mtcars)\n<\/code><\/pre>\n<p><img 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\" title=\"plot of chunk unnamed-chunk-3\" alt=\"plot of chunk unnamed-chunk-3\" width=\"80%\" \/><\/p>\n<p>\ubaa8\ub4e0 <code>mpg<\/code> \uac12\uc5d0 \ub300\ud574 <code>qsec ~ hp<\/code>\uc758 \uc0b0\uc810\ub3c4\ub97c \uadf8\ub9ac\uace0 \uc788\uc5b4\uc11c \uadf8\ub2e4\uc9c0 \uc720\uc6a9\ud558\uc9c0 \uc54a\ub2e4.<\/p>\n<pre><code class=\"r\">table(mtcars$mpg)\n<\/code><\/pre>\n<pre>## \n## 10.4 13.3 14.3 14.7   15 15.2 15.5 15.8 16.4 17.3 17.8 18.1 18.7 19.2 19.7   21 21.4 21.5 22.8 24.4   26 27.3 30.4 \n##    2    1    1    1    1    2    1    1    1    1    1    1    1    2    1    2    2    1    2    1    1    1    2 \n## 32.4 33.9 \n##    1    1\n<\/pre>\n<h2>\ub3d9\uc218\ub85c \uad6c\uac04 \ub098\ub204\uae30<\/h2>\n<p>\ubcc0\uc218 <code>mpg<\/code>\ub97c \uad6c\uac04\ubcc4\ub85c \ub098\ub220\uc11c qsec\uc640 hp\uc758 \uc0b0\uc810\ub3c4\ub97c \uadf8\ub9ac\uace0\uc790 \ud55c\ub2e4\uba74<br \/>\n\ub2e4\uc74c\uacfc \uac19\uc774 \ud560 \uc218 \uc788\ub2e4.<\/p>\n<pre><code class=\"r\"># equal.count(mtcars$mpg,  # \uad6c\uac04 \ubcc0\uc218\n#             number=3,    # \uad6c\uac04 \uac2f\uc218\n#             overlap=0)   # \uad6c\uac04\uc774 \uacb9\uce58\ub294 \uc815\ub3c4\nmpgequal &lt;- equal.count(mtcars$mpg, number=3, overlap=0)\nxyplot(qsec ~ hp | mpgequal, mtcars)\n<\/code><\/pre>\n<p><img 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\" title=\"plot of chunk unnamed-chunk-5\" alt=\"plot of chunk unnamed-chunk-5\" width=\"80%\" \/><\/p>\n<p>\uc138 \uad6c\uac04\uc774 \uc124\uc815\ub418\uc5c8\uc73c\uba74, \ud55c \uad6c\uac04 \uc548\uc5d0\ub294 \uac70\uc758 \ub3d9\uc77c\ud55c \uac2f\uc218\uc758 \uc810\uc774 \ud45c\uc2dc\ub41c\ub2e4.<br \/>\n\uc2e4\uc81c \ud45c\uc2dc\ub418\ub294 \uc810\uc758 \uac2f\uc218\ub294 mpgequal \ubcc0\uc218\ub97c \uc0b4\ud3b4\ubd04\uc73c\ub85c\uc368 \ud655\uc778 \uac00\ub2a5\ud558\ub2e4.<\/p>\n<pre><code class=\"r\">mpgequal\n<\/code><\/pre>\n<pre>## \n## Data:\n##  [1] 21.0 21.0 22.8 21.4 18.7 18.1 14.3 24.4 22.8 19.2 17.8 16.4 17.3 15.2 10.4 10.4 14.7 32.4 30.4 33.9 21.5 15.5\n## [23] 15.2 13.3 19.2 27.3 26.0 30.4 15.8 19.7 15.0 21.4\n## \n## Intervals:\n##     min   max count\n## 1 10.35 16.45    11\n## 2 17.25 21.45    11\n## 3 21.35 33.95    12\n## \n## Overlap between adjacent intervals:\n## [1] 0 2\n<\/pre>\n<p><code>mpg<\/code> = 10.35-16.45 \uad6c\uac04\uc5d0\ub294 11\uac1c\uc758 \uc810\uc774 \ub098\ud0c0\ub0a8\uc744 \ud655\uc778\ud560 \uc218 \uc788\ub2e4. \uad6c\uac04\uc774 \uacb9\uce58\ub294 \uacbd\uc6b0\ub3c4 \uc788\ub294\ub370 \uad6c\uac042(17.25-21.45)\uc640 \uad6c\uac043(21.35-33.95)\ub294 \uacb9\uce58\ub294 \uc810\uc774 \uc788\uace0, \uac2f\uc218\ub294 2\uac1c\uc774\ub2e4(Overlap between adjacent intervals).<\/p>\n<p>\uad6c\uac04\uc758 \uac2f\uc218\ub97c 5\uac1c\ub85c \ub298\ub9ac\uace0, <code>overlap=<\/code> \uc5ed\uc2dc 0.2\ub85c \ub298\ub824\ubcf4\uba74 \ub2e4\uc74c\uacfc \uac19\uc740 \uacb0\uacfc\ub97c \uc5bb\ub294\ub2e4.<\/p>\n<pre><code class=\"r\">mpgequal &lt;- equal.count(mtcars$mpg, number=5, overlap=0.2)\nxyplot(qsec ~ hp | mpgequal, mtcars)\n<\/code><\/pre>\n<p><img src=\"data:image\/png;base64,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\" title=\"plot of chunk unnamed-chunk-7\" alt=\"plot of chunk unnamed-chunk-7\" width=\"80%\" \/><\/p>\n<pre><code class=\"r\">mpgequal\n<\/code><\/pre>\n<pre>## \n## Data:\n##  [1] 21.0 21.0 22.8 21.4 18.7 18.1 14.3 24.4 22.8 19.2 17.8 16.4 17.3 15.2 10.4 10.4 14.7 32.4 30.4 33.9 21.5 15.5\n## [23] 15.2 13.3 19.2 27.3 26.0 30.4 15.8 19.7 15.0 21.4\n## \n## Intervals:\n##     min   max count\n## 1 10.35 15.25     8\n## 2 15.15 18.15     8\n## 3 17.75 21.05     8\n## 4 20.95 24.45     8\n## 5 22.75 33.95     9\n## \n## Overlap between adjacent intervals:\n## [1] 2 2 2 3\n<\/pre>\n<h2>\ub4f1\uad6c\uac04 \uad6c\ud68d<\/h2>\n<p>\uad6c\uac04\uc758 \uae38\uc774\ub97c \uc77c\uc815\ud558\uac8c \ud558\ub294 \uac8c \ub354 \ub098\uc740 \uacbd\uc6b0\ub3c4 \uc788\ub2e4. \uc774\ub7f4 \ub54c \uc190\uc27d\uac8c \uc4f8 \uc218 \uc788\ub294 \ubc29\ubc95\uc740 \ub2e4\uc74c\uacfc \uac19\ub2e4.<\/p>\n<pre><code class=\"r\">require(dplyr)\nmtcars &lt;- mtcars %&gt;% mutate(mpgCut = cut(mpg, breaks=5, include.lowest=TRUE))\nxyplot(qsec ~ hp | mpgCut, mtcars)\n<\/code><\/pre>\n<p><img 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\" title=\"plot of chunk unnamed-chunk-8\" alt=\"plot of chunk unnamed-chunk-8\" width=\"80%\" \/><\/p>\n<p><code>cut<\/code> \ud568\uc218\ub97c \uc4f0\uba74 \uc190\uc27d\uac8c \ub4f1\uad6c\uac04\uc73c\ub85c \uad6c\ud68d\uc774 \uac00\ub2a5\ud558\ub2e4. \uc774\ub54c <code>include.lowest=TRUE<\/code>\ub97c \uc78a\uc9c0 \ub9d0\uc790. (<code>include.lowest=FALSE<\/code>\ub97c \ud558\uba74 \uad6c\uac04\uc774 (b1&#39;, b2], (b2,b3], &hellip;, (bn-1, bn] \uc774 \ub418\uace0,  <code>include.lowest=TRUE<\/code>\ub97c \ud558\uba74 \uad6c\uac04\uc774 [b1, b2], (b2, b3], &hellip; (bn-1, bn]\uc774 \ub41c\ub2e4. \uc774\ub54c b1&#39;\ub294 b1\ubcf4\ub2e4 \uc870\uae08 \uc791\uc544\uc9c4\ub2e4.)<\/p>\n<p>\ub9cc\uc57d \uad6c\uac04 \uc0ac\uc774\uc5d0 \uc870\uae08\uc758 <code>overlap<\/code>(\uacb9\uce68)\uc774 \ud544\uc694\ud55c \uacbd\uc6b0\ub294 \uc5b4\ub5bb\uac8c \ud574\uc57c \ud560\uae4c? \uc774\ubbf8 \ub9c8\ub828\ub418\uc5b4 \uc788\ub294 \ud568\uc218\ub85c\ub294 \ub2e4\uc18c \uae4c\ub2e4\ub85c\uc6b4 \ubd80\ubd84\uc774 \uc788\uc5b4\uc11c \ub2e4\uc74c\uc758 <code>equal.interval()<\/code> \ud568\uc218\ub97c \ub9cc\ub4e4\uc5c8\ub2e4.<\/p>\n<pre><code class=\"r\">equal.interval = function(v, breaks=10, na.rm=FALSE, overlap=0) {\n  stopifnot(inherits(breaks, &#39;numeric&#39;) &amp; \n              inherits(v, &#39;numeric&#39;))\n  if (length(breaks) == 1) {\n    int = (max(v, na.rm=na.rm)-min(v, na.rm=na.rm))\/breaks\n    br1 = min(v, na.rm=na.rm) + seq(0,breaks-1)*int - overlap\/2*int\n    br2 = min(v, na.rm=na.rm) + seq(1,breaks)*int + overlap\/2*int\n    return(shingle(v, cbind(br1,br2)))\n  } else {\n    br1 = breaks[-length(breaks)]\n    br2 = breaks[-1]\n    int = br2 - br1\n    br2 = br2 + overlap\/2*int\n    br1 = br1 -overlap\/2*int\n    #print(int)\n    #print(br1)\n    #print(br2)\n    return(shingle(v, cbind(br1, br2)))\n  }\n}\n<\/code><\/pre>\n<p>\uad6c\uac04\uc744 \uadf8\ub824\ubcf4\uba74 \ub2e4\uc74c\uacfc \uac19\ub2e4.<\/p>\n<pre><code class=\"r\">## Testing\nx &lt;- rnorm(1000)\neqi1 = equal.interval(x, breaks=3, overlap=0.1)\neqi2 = equal.interval(x, breaks=c(-1,0,1), overlap=0.1)\n\nplot(eqi1)\n<\/code><\/pre>\n<p><img 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\" title=\"plot of chunk unnamed-chunk-10\" alt=\"plot of chunk unnamed-chunk-10\" width=\"80%\" \/><\/p>\n<pre><code class=\"r\">plot(eqi2)\n<\/code><\/pre>\n<p><img src=\"data:image\/png;base64,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\" title=\"plot of chunk unnamed-chunk-10\" alt=\"plot of chunk unnamed-chunk-10\" width=\"80%\" \/><\/p>\n<p>\uc774\uc81c \uc2e4\uc81c \ub370\uc774\ud130\uc5d0 \uc801\uc6a9\ud574 \ubcf4\uc790. \ub3d9\uc77c\ud55c \uc870\uac74\uc5d0 <code>overlap=<\/code>\uc744 \ub298\ub824\ub098\uac00\ub2c8 <code>mpg<\/code>\uc5d0 \uc5b4\ub290 \uc815\ub3c4 \uc77c\uc815\ud558\uac8c \uace0\uc815\ud588\uc744 \ub54c <code>qsec<\/code>\uc640 <code>hp<\/code>\uc758 \uad00\uacc4 \uc880 \ub354 \ub69c\ub837\ud558\uac8c \ubcf4\uc774\ub294 \ub4ef \ud558\ub2e4(?).<\/p>\n<pre><code class=\"r\">mpgInt = equal.interval(mtcars$mpg, breaks = 6, overlap=0.1)\nxyplot(qsec ~ hp | mpgInt, mtcars)\n<\/code><\/pre>\n<p><img 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\" title=\"plot of chunk unnamed-chunk-11\" alt=\"plot of chunk unnamed-chunk-11\" width=\"80%\" \/><\/p>\n<pre><code class=\"r\">mpgInt = equal.interval(mtcars$mpg, breaks = 6, overlap=0.2)\nxyplot(qsec ~ hp | mpgInt, mtcars)\n<\/code><\/pre>\n<p><img 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\" title=\"plot of chunk unnamed-chunk-12\" alt=\"plot of chunk unnamed-chunk-12\" width=\"80%\" \/><\/p>\n<pre><code class=\"r\">mpgInt = equal.interval(mtcars$mpg, breaks = 6, overlap=0.3)\nxyplot(qsec ~ hp | mpgInt, mtcars)\n<\/code><\/pre>\n<p><img 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title=\"plot of chunk unnamed-chunk-13\" alt=\"plot of chunk unnamed-chunk-13\" width=\"80%\" \/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>library(lattice) data(&#39;BankWages&#39;, package=&#39;AER&#39;) data(mtcars) \uac04\ub2e8\ud558\uac8c \uc870\uac74\ubd80 \uc774\ubcc0\uc218 \uc0b0\uc810\ub3c4 \uadf8\ub9ac\uae30 xyplot(x ~ y | g, dat) \ub9cc\uc57d \uc870\uac74 \ubcc0\uc218 g \uc5ed\uc2dc \uc5f0\uc18d\ud615\uc774\ub77c\uba74, \uadf8 \uacb0\uacfc\ub294 \ub2e4\uc74c\uacfc \uac19\ub2e4. xyplot(qsec ~ hp | mpg, mtcars) \ubaa8\ub4e0 mpg \uac12\uc5d0 \ub300\ud574 qsec ~ hp\uc758 \uc0b0\uc810\ub3c4\ub97c \uadf8\ub9ac\uace0 \uc788\uc5b4\uc11c \uadf8\ub2e4\uc9c0 \uc720\uc6a9\ud558\uc9c0 \uc54a\ub2e4. table(mtcars$mpg) ## ## 10.4 13.3 14.3 14.7 15 15.2 15.5 15.8 [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":2283,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[28,165],"tags":[169,477],"jetpack_featured_media_url":"http:\/\/ds.sumeun.org\/wp-content\/uploads\/2021\/02\/Shingles.png","_links":{"self":[{"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/posts\/2280"}],"collection":[{"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=2280"}],"version-history":[{"count":6,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/posts\/2280\/revisions"}],"predecessor-version":[{"id":2287,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/posts\/2280\/revisions\/2287"}],"wp:featuredmedia":[{"embeddable":true,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/media\/2283"}],"wp:attachment":[{"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=2280"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=2280"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=2280"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}