From 9fbb5f81631638f4a45aab2bc0e69bd291003df0 Mon Sep 17 00:00:00 2001 From: Amos Elb Date: Mon, 18 Apr 2016 01:56:32 -0400 Subject: [PATCH] Fixed path for rzeppelin package for some users. Also revised R tutorial. --- notebook/r/note.json | 453 ++++++------------ .../zeppelin/rinterpreter/RContext.scala | 9 +- 2 files changed, 160 insertions(+), 302 deletions(-) diff --git a/notebook/r/note.json b/notebook/r/note.json index 35c2bbbbee9..485a5a1e269 100644 --- a/notebook/r/note.json +++ b/notebook/r/note.json @@ -3,7 +3,8 @@ { "title": "Hello R", "text": "%r\nfoo \u003c- TRUE\nprint(foo)\nbare \u003c- c(1, 2.5, 4)\nprint(bare)\ndouble \u003c- 15.0\nprint(double)", - "dateUpdated": "Feb 23, 2016 2:44:13 PM", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:25:14 AM", "config": { "colWidth": 4.0, "graph": { @@ -28,90 +29,19 @@ "result": { "code": "SUCCESS", "type": "TEXT", - "msg": "[1] TRUE\n[1] 1.0 2.5 4.0\n[1] 15" + "msg": "foo \u003c- TRUE\n\n\nprint(foo)\n\n\n[1] TRUE\n\n\nbare \u003c- c(1, 2.5, 4)\n\n\nprint(bare)\n\n\n[1] 1.0 2.5 4.0\n\n\ndouble \u003c- 15.0\n\n\nprint(double)\n\n[1] 15\n" }, "dateCreated": "Apr 24, 2015 3:42:26 PM", - "dateStarted": "Feb 23, 2016 2:44:13 PM", - "dateFinished": "Feb 23, 2016 2:44:55 PM", - "status": "FINISHED", - "progressUpdateIntervalMs": 500 - }, - { - "title": "Load R Librairies", - "text": "%r\nlibrary(data.table)\ndt \u003c- data.table(1:3)\nprint(dt)\nfor (i in 1:5) {\n print(i*2)\n}\nprint(1:50)", - "dateUpdated": "Feb 23, 2016 2:45:12 PM", - "config": { - "colWidth": 4.0, - "graph": { - "mode": "table", - "height": 300.0, - "optionOpen": false, - "keys": [], - "values": [], - "groups": [], - "scatter": {} - }, - "editorMode": "ace/mode/scala", - "enabled": true, - "title": true - }, - "settings": { - "params": {}, - "forms": {} - }, - "jobName": "paragraph_1429882976611_1352445253", - "id": "20150424-154256_645296307", - "result": { - "code": "SUCCESS", - "type": "TEXT", - "msg": "V1\n1: 1\n2: 2\n3: 3\n[1] 2\n[1] 4\n[1] 6\n[1] 8\n[1] 10\n [1] 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23\n[24] 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46\n[47] 47 48 49 50" - }, - "dateCreated": "Apr 24, 2015 3:42:56 PM", - "dateStarted": "Feb 23, 2016 2:45:13 PM", - "dateFinished": "Feb 23, 2016 2:45:13 PM", - "status": "FINISHED", - "progressUpdateIntervalMs": 500 - }, - { - "title": "Load Iris Dataset", - "text": "%r\ncolnames(iris)\niris$Petal.Length\niris$Sepal.Length", - "dateUpdated": "Feb 23, 2016 2:45:14 PM", - "config": { - "colWidth": 4.0, - "graph": { - "mode": "table", - "height": 300.0, - "optionOpen": false, - "keys": [], - "values": [], - "groups": [], - "scatter": {} - }, - "enabled": true, - "editorMode": "ace/mode/scala", - "title": true - }, - "settings": { - "params": {}, - "forms": {} - }, - "jobName": "paragraph_1455138077044_161383897", - "id": "20160210-220117_115873183", - "result": { - "code": "SUCCESS", - "type": "TEXT", - "msg": "[1] “Sepal.Length” “Sepal.Width” “Petal.Length” “Petal.Width” \n[5] “Species”\u003cbr /\u003e\n [1] 1.4 1.4 1.3 1.5 1.4 1.7 1.4 1.5 1.4 1.5 1.5 1.6 1.4 1.1 1.2 1.5 1.3\n [18] 1.4 1.7 1.5 1.7 1.5 1.0 1.7 1.9 1.6 1.6 1.5 1.4 1.6 1.6 1.5 1.5 1.4\n [35] 1.5 1.2 1.3 1.4 1.3 1.5 1.3 1.3 1.3 1.6 1.9 1.4 1.6 1.4 1.5 1.4 4.7\n [52] 4.5 4.9 4.0 4.6 4.5 4.7 3.3 4.6 3.9 3.5 4.2 4.0 4.7 3.6 4.4 4.5 4.1\n [69] 4.5 3.9 4.8 4.0 4.9 4.7 4.3 4.4 4.8 5.0 4.5 3.5 3.8 3.7 3.9 5.1 4.5\n [86] 4.5 4.7 4.4 4.1 4.0 4.4 4.6 4.0 3.3 4.2 4.2 4.2 4.3 3.0 4.1 6.0 5.1\n[103] 5.9 5.6 5.8 6.6 4.5 6.3 5.8 6.1 5.1 5.3 5.5 5.0 5.1 5.3 5.5 6.7 6.9\n[120] 5.0 5.7 4.9 6.7 4.9 5.7 6.0 4.8 4.9 5.6 5.8 6.1 6.4 5.6 5.1 5.6 6.1\n[137] 5.6 5.5 4.8 5.4 5.6 5.1 5.1 5.9 5.7 5.2 5.0 5.2 5.4 5.1\n [1] 5.1 4.9 4.7 4.6 5.0 5.4 4.6 5.0 4.4 4.9 5.4 4.8 4.8 4.3 5.8 5.7 5.4\n [18] 5.1 5.7 5.1 5.4 5.1 4.6 5.1 4.8 5.0 5.0 5.2 5.2 4.7 4.8 5.4 5.2 5.5\n [35] 4.9 5.0 5.5 4.9 4.4 5.1 5.0 4.5 4.4 5.0 5.1 4.8 5.1 4.6 5.3 5.0 7.0\n [52] 6.4 6.9 5.5 6.5 5.7 6.3 4.9 6.6 5.2 5.0 5.9 6.0 6.1 5.6 6.7 5.6 5.8\n [69] 6.2 5.6 5.9 6.1 6.3 6.1 6.4 6.6 6.8 6.7 6.0 5.7 5.5 5.5 5.8 6.0 5.4\n [86] 6.0 6.7 6.3 5.6 5.5 5.5 6.1 5.8 5.0 5.6 5.7 5.7 6.2 5.1 5.7 6.3 5.8\n[103] 7.1 6.3 6.5 7.6 4.9 7.3 6.7 7.2 6.5 6.4 6.8 5.7 5.8 6.4 6.5 7.7 7.7\n[120] 6.0 6.9 5.6 7.7 6.3 6.7 7.2 6.2 6.1 6.4 7.2 7.4 7.9 6.4 6.3 6.1 7.7\n[137] 6.3 6.4 6.0 6.9 6.7 6.9 5.8 6.8 6.7 6.7 6.3 6.5 6.2 5.9" - }, - "dateCreated": "Feb 10, 2016 10:01:17 PM", - "dateStarted": "Feb 23, 2016 2:45:14 PM", - "dateFinished": "Feb 23, 2016 2:45:14 PM", + "dateStarted": "Apr 18, 2016 1:25:14 AM", + "dateFinished": "Apr 18, 2016 1:25:14 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "HTML Display", - "text": "%r \n\nprint(\"%html \u003ch3\u003eHello HTML\u003c/h3\u003e\")\nprint(\"\u003cfont color\u003d\u0027blue\u0027\u003e\u003cspan class\u003d\u0027fa fa-bars\u0027\u003e Easy...\u003c/font\u003e\u003c/span\u003e\")\nfor (i in 1:10) {\n print(paste0(\"\u003ch4\u003e\", i, \" * 2 \u003d \", i*2, \"\u003c/h4\u003e\"))\n}", - "dateUpdated": "Feb 23, 2016 2:45:15 PM", + "text": "%r \nrequire(\u0027htmltools\u0027)\n\nhtmlout \u003d HTML(\"\u003ch3\u003eThis is how we make HTML in R\u003c/h3\u003e\", \"\u003cfont color\u003d\u0027blue\u0027\u003e\u003cspan class\u003d\u0027fa fa-bars\u0027\u003e Easy...\u003c/font\u003e\u003c/span\u003e\", paste(\"\u003ch4\u003e\", 1:10, \" * 2 \u003d \", (1:10) * 2, \"\u003c/h4\u003e\", collapse\u003d\"\"))\n\nhtmlout", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:36:48 AM", "config": { "colWidth": 3.0, "graph": { @@ -136,18 +66,19 @@ "result": { "code": "SUCCESS", "type": "HTML", - "msg": "\u003cp\u003e\u003c/p\u003e\u003ch3\u003eHello HTML\u003c/h3\u003e\u003cfont color\u003d\"blue\"\u003e\u003cspan class\u003d\"fa fa-bars\"\u003e Easy…\u003c/span\u003e\u003c/font\u003e\u003ch4\u003e1 * 2 \u003d 2\u003c/h4\u003e\u003ch4\u003e2 * 2 \u003d 4\u003c/h4\u003e\u003ch4\u003e3 * 2 \u003d 6\u003c/h4\u003e\u003ch4\u003e4 * 2 \u003d 8\u003c/h4\u003e\u003ch4\u003e5 * 2 \u003d 10\u003c/h4\u003e\u003ch4\u003e6 * 2 \u003d 12\u003c/h4\u003e\u003ch4\u003e7 * 2 \u003d 14\u003c/h4\u003e\u003ch4\u003e8 * 2 \u003d 16\u003c/h4\u003e\u003ch4\u003e9 * 2 \u003d 18\u003c/h4\u003e\u003ch4\u003e10 * 2 \u003d 20\u003c/h4\u003e\u003cp\u003e\u003c/p\u003e" + "msg": "\u003ch3\u003eThis is how we make HTML in R\u003c/h3\u003e \n\u003cfont color\u003d\"blue\"\u003e\u003cspan class\u003d\"fa fa-bars\"\u003e Easy...\u003c/span\u003e\u003c/font\u003e \n\u003ch4\u003e 1 * 2 \u003d 2 \u003c/h4\u003e\n\u003ch4\u003e 2 * 2 \u003d 4 \u003c/h4\u003e\n\u003ch4\u003e 3 * 2 \u003d 6 \u003c/h4\u003e\n\u003ch4\u003e 4 * 2 \u003d 8 \u003c/h4\u003e\n\u003ch4\u003e 5 * 2 \u003d 10 \u003c/h4\u003e\n\u003ch4\u003e 6 * 2 \u003d 12 \u003c/h4\u003e\n\u003ch4\u003e 7 * 2 \u003d 14 \u003c/h4\u003e\n\u003ch4\u003e 8 * 2 \u003d 16 \u003c/h4\u003e\n\u003ch4\u003e 9 * 2 \u003d 18 \u003c/h4\u003e\n\u003ch4\u003e 10 * 2 \u003d 20 \u003c/h4\u003e" }, "dateCreated": "Feb 22, 2016 12:21:42 PM", - "dateStarted": "Feb 23, 2016 2:45:15 PM", - "dateFinished": "Feb 23, 2016 2:45:16 PM", + "dateStarted": "Apr 18, 2016 1:36:48 AM", + "dateFinished": "Apr 18, 2016 1:36:48 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "TABLE Display", - "text": "%r print(\"%table name\\tsize\\nsmall\\t100\\nlarge\\t1000\")", - "dateUpdated": "Feb 23, 2016 2:45:18 PM", + "text": "%r\n\ndata.frame(name \u003d c(\u0027small\u0027, \u0027large\u0027), size \u003d c(100, 1000))", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:38:28 AM", "config": { "colWidth": 3.0, "graph": { @@ -198,15 +129,16 @@ "msg": "name\tsize\nsmall\t100\nlarge\t1000" }, "dateCreated": "Feb 23, 2016 9:36:22 AM", - "dateStarted": "Feb 23, 2016 2:45:18 PM", - "dateFinished": "Feb 23, 2016 2:45:18 PM", + "dateStarted": "Apr 18, 2016 1:38:28 AM", + "dateFinished": "Apr 18, 2016 1:38:28 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "IMG Display", - "text": "%r print(paste0(\"%img \", \"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\u003d\"))", - "dateUpdated": "Feb 23, 2016 2:47:07 PM", + "text": "%r \n\ndata(volcano)\nimage(t(volcano))", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:39:46 AM", "config": { "colWidth": 3.0, "graph": { @@ -232,17 +164,18 @@ "result": { "code": "SUCCESS", "type": "IMG", - "msg": "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\u003d" + "msg": 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}, "dateCreated": "Feb 23, 2016 9:36:28 AM", - "dateStarted": "Feb 23, 2016 2:47:07 PM", - "dateFinished": "Feb 23, 2016 2:47:07 PM", + "dateStarted": "Apr 18, 2016 1:39:46 AM", + "dateFinished": "Apr 18, 2016 1:39:47 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "text": "z.input(\"name\", \"sun\")\n\n\n\n\n\n", - "dateUpdated": "Feb 23, 2016 3:06:16 PM", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:39:56 AM", "config": { "colWidth": 3.0, "graph": { @@ -265,6 +198,7 @@ "name": { "name": "name", "displayName": "name", + "type": "input", "defaultValue": "sun", "hidden": false } @@ -275,47 +209,11 @@ "result": { "code": "SUCCESS", "type": "TEXT", - "msg": "res13: Object \u003d sun\n" + "msg": "res0: Object \u003d sun\n" }, "dateCreated": "Feb 23, 2016 2:47:01 PM", - "dateStarted": "Feb 23, 2016 3:06:16 PM", - "dateFinished": "Feb 23, 2016 3:06:16 PM", - "status": "FINISHED", - "progressUpdateIntervalMs": 500 - }, - { - "title": "[WIP] Dynamic Form", - "text": "%r \nprint(paste0(\"%html Hello \", z.input(\"name\", \"sun\")))\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n", - "dateUpdated": "Feb 23, 2016 3:06:30 PM", - "config": { - "colWidth": 3.0, - "graph": { - "mode": "table", - "height": 300.0, - "optionOpen": false, - "keys": [], - "values": [], - "groups": [], - "scatter": {} - }, - "enabled": true, - "editorMode": "ace/mode/scala", - "title": true - }, - "settings": { - "params": {}, - "forms": {} - }, - "jobName": "paragraph_1456217039220_218125354", - "id": "20160223-094359_718035548", - "result": { - "code": "SUCCESS", - "type": "HTML", - "msg": "\u003cp\u003eHello sun\u003c/p\u003e" - }, - "dateCreated": "Feb 23, 2016 9:43:59 AM", - "dateStarted": "Feb 23, 2016 3:01:38 PM", - "dateFinished": "Feb 23, 2016 3:01:38 PM", + "dateStarted": "Apr 18, 2016 1:39:56 AM", + "dateFinished": "Apr 18, 2016 1:39:57 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, @@ -323,7 +221,7 @@ "title": "Write Scala To R", "text": "val s \u003d \"Hello R from Scala\"\nz.put(\"s\", s)\nval b \u003d new Integer(42)\nz.put(\"b\", b)\nval a: Array[Double] \u003d Array[Double](30.1, 20.0)\nz.put(\"a\", a)\nval m \u003d Array(Array(1, 4), Array(8, 16))\nz.put(\"m\", m)\nval v \u003d Vector(1, 2, 3, 4)\nz.put(\"v\", v)", "authenticationInfo": {}, - "dateUpdated": "Mar 30, 2016 9:05:07 AM", + "dateUpdated": "Apr 18, 2016 1:40:17 AM", "config": { "colWidth": 3.0, "graph": { @@ -351,16 +249,16 @@ "msg": "s: String \u003d Hello R from Scala\nb: Integer \u003d 42\na: Array[Double] \u003d Array(30.1, 20.0)\nm: Array[Array[Int]] \u003d Array(Array(1, 4), Array(8, 16))\nv: scala.collection.immutable.Vector[Int] \u003d Vector(1, 2, 3, 4)\n" }, "dateCreated": "Apr 24, 2015 9:58:01 AM", - "dateStarted": "Mar 30, 2016 9:05:07 AM", - "dateFinished": "Mar 30, 2016 9:05:07 AM", + "dateStarted": "Apr 18, 2016 1:40:17 AM", + "dateFinished": "Apr 18, 2016 1:40:19 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "Read from R the Scala Variables", - "text": "%r\nz.get(\"s\")\nz.get(\"b\")\nprint(unlist(z.get(\"a\")))\nprint(unlist(z.get(\"m\")))\nz.get(\"v\")", + "text": "%r\n.z.get(\"s\")\n.z.get(\"b\")\nunlist(.z.get(\"v\"))", "authenticationInfo": {}, - "dateUpdated": "Mar 30, 2016 9:05:08 AM", + "dateUpdated": "Apr 18, 2016 1:40:58 AM", "config": { "colWidth": 3.0, "graph": { @@ -385,19 +283,19 @@ "result": { "code": "SUCCESS", "type": "TEXT", - "msg": "[1] “Hello R from Scala”\n[1] 42\n[1] 30.1 20.0\n[1] 1 4 8 16\nJava ref type scala.collection.immutable.Vector id 92" + "msg": ".z.get(\"s\")\n\n\n[1] \"Hello R from Scala\"\n\n.z.get(\"b\")\n\n\n[1] 42\n\nunlist(.z.get(\"v\"))\n\nJava ref type scala.collection.immutable.Vector id 7 " }, "dateCreated": "Aug 7, 2015 9:00:02 AM", - "dateStarted": "Mar 30, 2016 9:05:08 AM", - "dateFinished": "Mar 30, 2016 9:05:08 AM", + "dateStarted": "Apr 18, 2016 1:40:58 AM", + "dateFinished": "Apr 18, 2016 1:40:58 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "Write R to Scala", - "text": "%r\ns \u003c- \"Hello Scala from R\"\nprint(s)\nz.put(\"rs\", s)\nb \u003c- TRUE\nprint(b)\nz.put(\"rb\", b)\nd \u003c- 15.0\nprint(d)\nz.put(\"rd\", d)\nm \u003c- c(2.4, 2.5, 4)\nprint(m)\nz.put(\"rm\", m)", + "text": "%r\ns \u003c- \"Hello Scala from R\"\nprint(s)\n.z.put(\"rs\", s)\nb \u003c- TRUE\nprint(b)\n.z.put(\"rb\", b)\nd \u003c- 15.0\nprint(d)\n.z.put(\"rd\", d)\nm \u003c- c(2.4, 2.5, 4)\nprint(m)\n.z.put(\"rm\", m)", "authenticationInfo": {}, - "dateUpdated": "Mar 30, 2016 9:05:25 AM", + "dateUpdated": "Apr 18, 2016 1:41:19 AM", "config": { "colWidth": 3.0, "graph": { @@ -422,11 +320,11 @@ "result": { "code": "SUCCESS", "type": "TEXT", - "msg": "[1] “Hello Scala from R”\nNULL\n[1] TRUE\nNULL\n[1] 15\nNULL\n[1] 2.4 2.5 4.0\nNULL" + "msg": "s \u003c- \"Hello Scala from R\"\n\n\nprint(s)\n\n\n[1] \"Hello Scala from R\"\n\n\n.z.put(\"rs\", s)\n\n\nNULL\n\nb \u003c- TRUE\n\n\nprint(b)\n\n\n[1] TRUE\n\n\n.z.put(\"rb\", b)\n\n\nNULL\n\nd \u003c- 15.0\n\n\nprint(d)\n\n\n[1] 15\n\n\n.z.put(\"rd\", d)\n\n\nNULL\n\nm \u003c- c(2.4, 2.5, 4)\n\n\nprint(m)\n\n\n[1] 2.4 2.5 4.0\n\n\n.z.put(\"rm\", m)\n\n\u003csimpleWarning in if (is.na(object)) { object \u003c- NULL type \u003c- \"NULL\"}: the condition has length \u003e 1 and only the first element will be used\u003e\n\nNULL" }, "dateCreated": "Feb 10, 2016 9:58:54 PM", - "dateStarted": "Mar 30, 2016 9:05:25 AM", - "dateFinished": "Mar 30, 2016 9:05:25 AM", + "dateStarted": "Apr 18, 2016 1:41:20 AM", + "dateFinished": "Apr 18, 2016 1:41:20 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, @@ -434,7 +332,7 @@ "title": "Read from Scala the R Variables", "text": "println(\"rs \u003d \"+ z.get(\"rs\"))\nprintln(\"rb \u003d \"+ z.get(\"rb\"))\nprintln(\"rd \u003d \"+ z.get(\"rd\"))\nprintln(\"rm \u003d \"+ z.get(\"rm\"))\n// println(z.get(\"rm\").getClass)\n// println(\"rm \u003d \"+ z.get(\"rm\").asInstanceOf[Array[Double]].toSeq)", "authenticationInfo": {}, - "dateUpdated": "Mar 30, 2016 9:05:27 AM", + "dateUpdated": "Apr 18, 2016 1:42:18 AM", "config": { "colWidth": 3.0, "graph": { @@ -462,15 +360,16 @@ "msg": "rs \u003d Hello Scala from R\nrb \u003d true\nrd \u003d 15.0\nrm \u003d 2.4\n" }, "dateCreated": "Feb 10, 2016 10:01:06 PM", - "dateStarted": "Mar 30, 2016 9:05:27 AM", - "dateFinished": "Mar 30, 2016 9:05:27 AM", + "dateStarted": "Apr 18, 2016 1:42:18 AM", + "dateFinished": "Apr 18, 2016 1:42:18 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "Create a Spark Dataframe", "text": "import org.apache.commons.io.IOUtils\nimport java.net.URL\nimport java.nio.charset.Charset\n\nval bankText \u003d sc.parallelize(\n IOUtils.toString(\n new URL(\"https://s3.amazonaws.com/apache-zeppelin/tutorial/bank/bank.csv\"),\n Charset.forName(\"utf8\")).split(\"\\n\"))\n\ncase class Bank(age: Integer, job: String, marital: String, education: String, balance: Integer)\n\nval bank \u003d bankText.map(s \u003d\u003e s.split(\";\")).filter(s \u003d\u003e s(0) !\u003d \"\\\"age\\\"\").map(\n s \u003d\u003e Bank(s(0).toInt, \n s(1).replaceAll(\"\\\"\", \"\"),\n s(2).replaceAll(\"\\\"\", \"\"),\n s(3).replaceAll(\"\\\"\", \"\"),\n s(5).replaceAll(\"\\\"\", \"\").toInt\n )\n).toDF()\nbank.registerTempTable(\"bank\")", - "dateUpdated": "Feb 23, 2016 2:49:36 PM", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:42:34 AM", "config": { "colWidth": 6.0, "graph": { @@ -484,7 +383,8 @@ }, "enabled": true, "lineNumbers": false, - "title": true + "title": true, + "editorMode": "ace/mode/scala" }, "settings": { "params": {}, @@ -495,28 +395,41 @@ "result": { "code": "SUCCESS", "type": "TEXT", - "msg": "import org.apache.commons.io.IOUtils\nimport java.net.URL\nimport java.nio.charset.Charset\nbankText: org.apache.spark.rdd.RDD[String] \u003d ParallelCollectionRDD[0] at parallelize at \u003cconsole\u003e:27\ndefined class Bank\nbank: org.apache.spark.sql.DataFrame \u003d [age: int, job: string, marital: string, education: string, balance: int]\n" + "msg": "import org.apache.commons.io.IOUtils\nimport java.net.URL\nimport java.nio.charset.Charset\nbankText: org.apache.spark.rdd.RDD[String] \u003d ParallelCollectionRDD[0] at parallelize at \u003cconsole\u003e:32\ndefined class Bank\nbank: org.apache.spark.sql.DataFrame \u003d [age: int, job: string, marital: string, education: string, balance: int]\n" }, "dateCreated": "Feb 10, 2016 11:07:19 PM", - "dateStarted": "Feb 23, 2016 2:49:36 PM", - "dateFinished": "Feb 23, 2016 2:49:41 PM", + "dateStarted": "Apr 18, 2016 1:42:34 AM", + "dateFinished": "Apr 18, 2016 1:42:39 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "Read the Spark Dataframe from R", - "text": "%r\n\ndf \u003c- sql(sqlContext, \"select count(*) from bank\")\nprintSchema(df)\nSparkR::head(df)", - "dateUpdated": "Feb 23, 2016 2:49:52 PM", + "text": "%r\n\ndf \u003c- sql(sqlContext, \"select count(*) from bank\")\nSparkR::head(df)", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:44:06 AM", "config": { "colWidth": 6.0, "graph": { "mode": "table", "height": 300.0, "optionOpen": false, - "keys": [], + "keys": [ + { + "name": "_c0", + "index": 0.0, + "aggr": "sum" + } + ], "values": [], "groups": [], - "scatter": {} + "scatter": { + "xAxis": { + "name": "_c0", + "index": 0.0, + "aggr": "sum" + } + } }, "enabled": true, "editorMode": "ace/mode/scala", @@ -531,19 +444,20 @@ "id": "20160210-230723_1811469598", "result": { "code": "SUCCESS", - "type": "TEXT", - "msg": "root\n |– _c0: long (nullable \u003d false)\n _c0\n1 4521" + "type": "TABLE", + "msg": "_c0\n4521" }, "dateCreated": "Feb 10, 2016 11:07:23 PM", - "dateStarted": "Feb 23, 2016 2:49:52 PM", - "dateFinished": "Feb 23, 2016 2:49:54 PM", + "dateStarted": "Apr 18, 2016 1:44:06 AM", + "dateFinished": "Apr 18, 2016 1:44:06 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "Query with Spark Dataframe with SQL", "text": "%sql select count(*) from bank", - "dateUpdated": "Feb 23, 2016 2:49:56 PM", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:17:31 AM", "config": { "colWidth": 6.0, "graph": { @@ -571,15 +485,16 @@ "msg": "_c0\n4521\n" }, "dateCreated": "Feb 10, 2016 11:07:30 PM", - "dateStarted": "Feb 23, 2016 2:49:56 PM", - "dateFinished": "Feb 23, 2016 2:49:56 PM", + "dateStarted": "Apr 18, 2016 1:18:21 AM", + "dateFinished": "Apr 18, 2016 1:18:26 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { - "title": "Create a R Dataframe", + "title": "Create a R data.frame", "text": "%r \n\nlocalNames \u003c- data.frame(name\u003dc(\"John\", \"Smith\", \"Sarah\"), budget\u003dc(19, 53, 18))\nnames \u003c- createDataFrame(sqlContext, localNames)\nprintSchema(names)\nregisterTempTable(names, \"names\")\n\n# SparkR::head(names)", - "dateUpdated": "Feb 23, 2016 2:50:02 PM", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:44:35 AM", "config": { "colWidth": 6.0, "graph": { @@ -604,18 +519,19 @@ "result": { "code": "SUCCESS", "type": "TEXT", - "msg": "root\n |– name: string (nullable \u003d true)\n |– budget: double (nullable \u003d true)" + "msg": "localNames \u003c- data.frame(name\u003dc(\"John\", \"Smith\", \"Sarah\"), budget\u003dc(19, 53, 18))\n\n\nnames \u003c- createDataFrame(sqlContext, localNames)\n\n\nprintSchema(names)\n\n\nroot\n |-- name: string (nullable \u003d true)\n |-- budget: double (nullable \u003d true)\n\n\nregisterTempTable(names, \"names\")\n\n\n\n\n\n# SparkR::head(names)" }, "dateCreated": "Feb 10, 2016 11:08:32 PM", - "dateStarted": "Feb 23, 2016 2:50:02 PM", - "dateFinished": "Feb 23, 2016 2:50:02 PM", + "dateStarted": "Apr 18, 2016 1:44:35 AM", + "dateFinished": "Apr 18, 2016 1:44:36 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "Read the R Dataframe from Spark", "text": "sqlc.sql(\"select * from names\").head", - "dateUpdated": "Feb 23, 2016 2:50:09 PM", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:44:44 AM", "config": { "colWidth": 6.0, "graph": { @@ -640,18 +556,19 @@ "result": { "code": "SUCCESS", "type": "TEXT", - "msg": "res32: org.apache.spark.sql.Row \u003d [John,19.0]\n" + "msg": "res15: org.apache.spark.sql.Row \u003d [John,19.0]\n" }, "dateCreated": "Feb 11, 2016 11:59:17 AM", - "dateStarted": "Feb 23, 2016 2:50:09 PM", - "dateFinished": "Feb 23, 2016 2:50:10 PM", + "dateStarted": "Apr 18, 2016 1:44:44 AM", + "dateFinished": "Apr 18, 2016 1:44:46 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "Query the R Datafame with SQL", "text": "%sql select * from names\n", - "dateUpdated": "Feb 23, 2016 2:50:15 PM", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:44:51 AM", "config": { "colWidth": 6.0, "graph": { @@ -691,14 +608,15 @@ "msg": "name\tbudget\nJohn\t19.0\nSmith\t53.0\nSarah\t18.0\n" }, "dateCreated": "Feb 10, 2016 11:08:35 PM", - "dateStarted": "Feb 23, 2016 2:50:15 PM", - "dateFinished": "Feb 23, 2016 2:50:15 PM", + "dateStarted": "Apr 18, 2016 1:44:51 AM", + "dateFinished": "Apr 18, 2016 1:44:51 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "text": "%r pairs(iris)", - "dateUpdated": "Feb 23, 2016 2:50:20 PM", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:44:58 AM", "config": { "colWidth": 4.0, "graph": { @@ -721,87 +639,20 @@ "id": "20160210-215535_1815168219", "result": { "code": "SUCCESS", - "type": "HTML", - "msg": "\u003cp\u003e\u003cimg 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\u003d\" 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alt\u003d\"plot of chunk unnamed-chunk-1\" width\u003d\"250px\" /\u003e \u003c/p\u003e" - }, - "dateCreated": "Feb 10, 2016 7:48:00 PM", - "dateStarted": "Feb 23, 2016 2:50:23 PM", - "dateFinished": "Feb 23, 2016 2:50:24 PM", + "dateStarted": "Apr 18, 2016 1:44:58 AM", + "dateFinished": "Apr 18, 2016 1:44:59 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "RCharts Map", - "text": "%r\nrequire(rCharts)\nmap3 \u003c- Leaflet$new()\nmap3$setView(c(51.505, -0.09), zoom \u003d 13)\nmap3$marker(c(51.5, -0.09), bindPopup \u003d \"\u003cp\u003e Hi. I am a popup \u003c/p\u003e\")\nmap3$marker(c(51.495, -0.083), bindPopup \u003d \"\u003cp\u003e Hi. I am another popup \u003c/p\u003e\")\nmap3$print(\"map3\", include_assets\u003dTRUE, cdn\u003dTRUE)\n", - "dateUpdated": "Feb 23, 2016 2:50:25 PM", + "text": "%knitr echo\u003dF,results\u003d\u0027asis\u0027\nrequire(rCharts)\nmap3 \u003c- rCharts::Leaflet$new()\nmap3$setView(c(51.505, -0.09), zoom \u003d 13)\nmap3$marker(c(51.5, -0.09), bindPopup \u003d \"\u003cp\u003e Hi. I am a popup \u003c/p\u003e\")\nmap3$marker(c(51.495, -0.083), bindPopup \u003d \"\u003cp\u003e Hi. I am another popup \u003c/p\u003e\")\nmap3$print(\"map3\", include_assets\u003dTRUE, cdn\u003dTRUE)\n", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:47:55 AM", "config": { "colWidth": 6.0, "graph": { @@ -828,18 +679,19 @@ "result": { "code": "SUCCESS", "type": "HTML", - "msg": "\u003cp\u003e\u003clink rel\u003d\"stylesheet\" href\u003d\"http://cdn.leafletjs.com/leaflet-0.5.1/leaflet.css\" /\u003e\u003c/p\u003e\u003cscript type\u003d\"text/javascript\" src\u003d\"http://cdn.leafletjs.com/leaflet-0.5.1/leaflet.js\"\u003e\u003c/script\u003e\u003cscript type\u003d\"text/javascript\" src\u003d\"http://rawgithub.com/leaflet-extras/leaflet-providers/gh-pages/leaflet-providers.js\"\u003e\u003c/script\u003e\u003cscript type\u003d\"text/javascript\" src\u003d\"http://harrywood.co.uk/maps/examples/leaflet/leaflet-plugins/layer/vector/KML.js\"\u003e\u003c/script\u003e\u003cp\u003e\u003cstyle\u003e\n .rChart {\n display: block;\n margin-left: auto; \n margin-right: auto;\n width: 800px;\n height: 400px;\n }\u003cbr/\u003e\n \u003c/style\u003e\u003c/p\u003e\u003cdiv id\u003d\"map3\" class\u003d\"rChart leaflet\"\u003e\u003c/div\u003e\u003cscript\u003e\n var spec \u003d {\n \"dom\": \"map3\",\n\"width\": 800,\n\"height\": 400,\n\"urlTemplate\": \"http://{s}.tile.osm.org/{z}/{x}/{y}.png\",\n\"layerOpts\": {\n \"attribution\": \"Map data\u003ca href\u003d\\\"http://openstreetmap.org\\\"\u003eOpenStreetMap\u003c/a\u003e\\n contributors, Imagery\u003ca href\u003d\\\"http://mapbox.com\\\"\u003eMapBox\u003c/a\u003e\" \n},\n\"center\": [ 51.505, -0.09 ],\n\"zoom\": 13,\n\"id\": \"map3\" \n}\n\n var map \u003d L.map(spec.dom, spec.mapOpts)\n \n map.setView(spec.center, spec.zoom);\n\n if (spec.provider){\n L.tileLayer.provider(spec.provider).addTo(map) \n } else {\n L.tileLayer(spec.urlTemplate, spec.layerOpts).addTo(map)\n }\n \n L\n .marker([\n 51.5,\n -0.09 \n])\n .addTo( map )\n .bindPopup(\"\u003cp\u003e Hi. I am a popup \u003c/p\u003e\")\nL\n .marker([\n 51.495,\n-0.083 \n])\n .addTo( map )\n .bindPopup(\"\u003cp\u003e Hi. I am another popup \u003c/p\u003e\")\n \n \n \n \n if (spec.circle2){\n for (var c in spec.circle2){\n var circle \u003d L.circle(c.center, c.radius, c.opts)\n .addTo(map);\n }\n }\n \n \n \n \n \n \n \n \n\u003c/script\u003e" + "msg": "\u003cscript type\u003d\"text/javascript\"\u003e\nwindow.onload \u003d function() {\n var imgs \u003d document.getElementsByTagName(\u0027img\u0027), i, img;\n for (i \u003d 0; i \u003c imgs.length; i++) {\n img \u003d imgs[i];\n // center an image if it is the only element of its parent\n if (img.parentElement.childElementCount \u003d\u003d\u003d 1)\n img.parentElement.style.textAlign \u003d \u0027center\u0027;\n }\n};\n\n\u003c/script\u003e \n\u003cp\u003e\n \u003clink rel\u003d\"stylesheet\" href\u003d\"http://cdn.leafletjs.com/leaflet-0.5.1/leaflet.css\" /\u003e\u003c/p\u003e \n\u003cscript type\u003d\"text/javascript\" src\u003d\"http://cdn.leafletjs.com/leaflet-0.5.1/leaflet.js\"\u003e\u003c/script\u003e \n\u003cscript type\u003d\"text/javascript\" src\u003d\"http://rawgithub.com/leaflet-extras/leaflet-providers/gh-pages/leaflet-providers.js\"\u003e\u003c/script\u003e \n\u003cscript type\u003d\"text/javascript\" src\u003d\"http://harrywood.co.uk/maps/examples/leaflet/leaflet-plugins/layer/vector/KML.js\"\u003e\u003c/script\u003e \n\u003cp\u003e\n \u003cstyle\u003e\n .rChart {\n display: block;\n margin-left: auto; \n margin-right: auto;\n width: 800px;\n height: 400px;\n }\u003cbr/\u003e\n \n \u003c/style\u003e\u003c/p\u003e \n\u003cdiv id\u003d\"map3\" class\u003d\"rChart leaflet\"\u003e\u003c/div\u003e \n\u003cscript\u003e\n var spec \u003d {\n \"dom\": \"map3\",\n\"width\": 800,\n\"height\": 400,\n\"urlTemplate\": \"http://{s}.tile.osm.org/{z}/{x}/{y}.png\",\n\"layerOpts\": {\n \"attribution\": \"Map data\u003ca href\u003d\\\"http://openstreetmap.org\\\"\u003eOpenStreetMap\u003c/a\u003e\\n contributors, Imagery\u003ca href\u003d\\\"http://mapbox.com\\\"\u003eMapBox\u003c/a\u003e\" \n},\n\"center\": [ 51.505, -0.09 ],\n\"zoom\": 13,\n\"id\": \"map3\" \n}\n\n var map \u003d L.map(spec.dom, spec.mapOpts)\n \n map.setView(spec.center, spec.zoom);\n\n if (spec.provider){\n L.tileLayer.provider(spec.provider).addTo(map) \n } else {\n L.tileLayer(spec.urlTemplate, spec.layerOpts).addTo(map)\n }\n \n L\n .marker([\n 51.5,\n -0.09 \n])\n .addTo( map )\n .bindPopup(\"\u003cp\u003e Hi. I am a popup \u003c/p\u003e\")\nL\n .marker([\n 51.495,\n-0.083 \n])\n .addTo( map )\n .bindPopup(\"\u003cp\u003e Hi. I am another popup \u003c/p\u003e\")\n \n \n \n \n if (spec.circle2){\n for (var c in spec.circle2){\n var circle \u003d L.circle(c.center, c.radius, c.opts)\n .addTo(map);\n }\n }\n \n \n \n \n \n \n \n \n\n\u003c/script\u003e" }, "dateCreated": "Feb 10, 2016 10:54:26 PM", - "dateStarted": "Feb 23, 2016 2:50:25 PM", - "dateFinished": "Feb 23, 2016 2:50:26 PM", + "dateStarted": "Apr 18, 2016 1:47:55 AM", + "dateFinished": "Apr 18, 2016 1:47:55 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { "title": "GoogleViz", - "text": "%r\nlibrary(googleVis)\nbubble \u003c- gvisBubbleChart(Fruits, idvar\u003d\"Fruit\", \n xvar\u003d\"Sales\", yvar\u003d\"Expenses\",\n colorvar\u003d\"Year\", sizevar\u003d\"Profit\",\n options\u003dlist(\n hAxis\u003d\u0027{minValue:75, maxValue:125}\u0027))\nprint(bubble, tag \u003d \u0027chart\u0027)", - "dateUpdated": "Feb 23, 2016 2:50:27 PM", + "text": "%knitr echo\u003dF,results\u003d\u0027asis\u0027\nlibrary(googleVis)\nbubble \u003c- gvisBubbleChart(Fruits, idvar\u003d\"Fruit\", \n xvar\u003d\"Sales\", yvar\u003d\"Expenses\",\n colorvar\u003d\"Year\", sizevar\u003d\"Profit\",\n options\u003dlist(\n hAxis\u003d\u0027{minValue:75, maxValue:125}\u0027))\nprint(bubble, tag \u003d \u0027chart\u0027)", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:49:08 AM", "config": { "colWidth": 6.0, "graph": { @@ -862,19 +714,20 @@ "jobName": "paragraph_1455141578555_-1713165000", "id": "20160210-225938_1538591791", "result": { - "code": "ERROR", + "code": "SUCCESS", "type": "HTML", - "msg": "\u003c!-- BubbleChart generated in R 3.1.2 by googleVis 0.5.10 package --\u003e\n\n\u003c!-- Tue Feb 23 14:50:27 2016 --\u003e\n\n\u003c!-- jsHeader --\u003e\n\n\u003cscript type\u003d\"text/javascript\"\u003e\n \n// jsData \nfunction gvisDataBubbleChartID3c7e5eba3096 () {\nvar data \u003d new google.visualization.DataTable();\nvar datajson \u003d\n[\n [\n \"Apples\",\n98,\n78,\n\"2008\",\n20 \n],\n[\n \"Apples\",\n111,\n79,\n\"2009\",\n32 \n],\n[\n \"Apples\",\n89,\n76,\n\"2010\",\n13 \n],\n[\n \"Oranges\",\n96,\n81,\n\"2008\",\n15 \n],\n[\n \"Bananas\",\n85,\n76,\n\"2008\",\n9 \n],\n[\n \"Oranges\",\n93,\n80,\n\"2009\",\n13 \n],\n[\n \"Bananas\",\n94,\n78,\n\"2009\",\n16 \n],\n[\n \"Oranges\",\n98,\n91,\n\"2010\",\n7 \n],\n[\n \"Bananas\",\n81,\n71,\n\"2010\",\n10 \n] \n];\ndata.addColumn(\u0027string\u0027,\u0027Fruit\u0027);\ndata.addColumn(\u0027number\u0027,\u0027Sales\u0027);\ndata.addColumn(\u0027number\u0027,\u0027Expenses\u0027);\ndata.addColumn(\u0027string\u0027,\u0027Year\u0027);\ndata.addColumn(\u0027number\u0027,\u0027Profit\u0027);\ndata.addRows(datajson);\nreturn(data);\n}\n \n// jsDrawChart\nfunction drawChartBubbleChartID3c7e5eba3096() {\nvar data \u003d gvisDataBubbleChartID3c7e5eba3096();\nvar options \u003d {};\noptions[\"hAxis\"] \u003d {minValue:75, maxValue:125};\n\n var chart \u003d new google.visualization.BubbleChart(\n document.getElementById(\u0027BubbleChartID3c7e5eba3096\u0027)\n );\n chart.draw(data,options);\n \n\n}\n \n \n// jsDisplayChart\n(function() {\nvar pkgs \u003d window.__gvisPackages \u003d window.__gvisPackages || [];\nvar callbacks \u003d window.__gvisCallbacks \u003d window.__gvisCallbacks || [];\nvar chartid \u003d \"corechart\";\n \n// Manually see if chartid is in pkgs (not all browsers support Array.indexOf)\nvar i, newPackage \u003d true;\nfor (i \u003d 0; newPackage \u0026\u0026 i \u003c pkgs.length; i++) {\nif (pkgs[i] \u003d\u003d\u003d chartid)\nnewPackage \u003d false;\n}\nif (newPackage)\n pkgs.push(chartid);\n \n// Add the drawChart function to the global list of callbacks\ncallbacks.push(drawChartBubbleChartID3c7e5eba3096);\n})();\nfunction displayChartBubbleChartID3c7e5eba3096() {\n var pkgs \u003d window.__gvisPackages \u003d window.__gvisPackages || [];\n var callbacks \u003d window.__gvisCallbacks \u003d window.__gvisCallbacks || [];\n window.clearTimeout(window.__gvisLoad);\n // The timeout is set to 100 because otherwise the container div we are\n // targeting might not be part of the document yet\n window.__gvisLoad \u003d setTimeout(function() {\n var pkgCount \u003d pkgs.length;\n google.load(\"visualization\", \"1\", { packages:pkgs, callback: function() {\n if (pkgCount !\u003d pkgs.length) {\n // Race condition where another setTimeout call snuck in after us; if\n // that call added a package, we must not shift its callback\n return;\n}\nwhile (callbacks.length \u003e 0)\ncallbacks.shift()();\n} });\n}, 100);\n}\n \n// jsFooter\n\u003c/script\u003e\n \n\n\u003c!-- jsChart --\u003e \n\n\u003cscript type\u003d\"text/javascript\" src\u003d\"https://www.google.com/jsapi?callback\u003ddisplayChartBubbleChartID3c7e5eba3096\"\u003e\u003c/script\u003e\n \n\n\u003c!-- divChart --\u003e\n\n\u003cdiv id\u003d\"BubbleChartID3c7e5eba3096\" style\u003d\"width: 500; height: automatic;\"\u003e\n\u003c/div\u003e" + "msg": "\u003cscript type\u003d\"text/javascript\"\u003e\nwindow.onload \u003d function() {\n var imgs \u003d document.getElementsByTagName(\u0027img\u0027), i, img;\n for (i \u003d 0; i \u003c imgs.length; i++) {\n img \u003d imgs[i];\n // center an image if it is the only element of its parent\n if (img.parentElement.childElementCount \u003d\u003d\u003d 1)\n img.parentElement.style.textAlign \u003d \u0027center\u0027;\n }\n};\n\n\u003c/script\u003e \n\u003cpre\u003e\u003ccode\u003e## \n## Welcome to googleVis version 0.5.10\n## \n## Please read the Google API Terms of Use\n## before you start using the package:\n## https://developers.google.com/terms/\n## \n## Note, the plot method of googleVis will by default use\n## the standard browser to display its output.\n## \n## See the googleVis package vignettes for more details,\n## or visit http://github.com/mages/googleVis.\n## \n## To suppress this message use:\n## suppressPackageStartupMessages(library(googleVis))\n\u003c/code\u003e\u003c/pre\u003e \n\u003c!-- BubbleChart generated in R 3.2.4 by googleVis 0.5.10 package --\u003e \n\u003c!-- Mon Apr 18 01:49:08 2016 --\u003e \n\u003c!-- jsHeader --\u003e \n\u003cscript type\u003d\"text/javascript\"\u003e\n \n// jsData \nfunction gvisDataBubbleChartID48186ce0502b () {\nvar data \u003d new google.visualization.DataTable();\nvar datajson \u003d\n[\n [\n \"Apples\",\n98,\n78,\n\"2008\",\n20 \n],\n[\n \"Apples\",\n111,\n79,\n\"2009\",\n32 \n],\n[\n \"Apples\",\n89,\n76,\n\"2010\",\n13 \n],\n[\n \"Oranges\",\n96,\n81,\n\"2008\",\n15 \n],\n[\n \"Bananas\",\n85,\n76,\n\"2008\",\n9 \n],\n[\n \"Oranges\",\n93,\n80,\n\"2009\",\n13 \n],\n[\n \"Bananas\",\n94,\n78,\n\"2009\",\n16 \n],\n[\n \"Oranges\",\n98,\n91,\n\"2010\",\n7 \n],\n[\n \"Bananas\",\n81,\n71,\n\"2010\",\n10 \n] \n];\ndata.addColumn(\u0027string\u0027,\u0027Fruit\u0027);\ndata.addColumn(\u0027number\u0027,\u0027Sales\u0027);\ndata.addColumn(\u0027number\u0027,\u0027Expenses\u0027);\ndata.addColumn(\u0027string\u0027,\u0027Year\u0027);\ndata.addColumn(\u0027number\u0027,\u0027Profit\u0027);\ndata.addRows(datajson);\nreturn(data);\n}\n \n// jsDrawChart\nfunction drawChartBubbleChartID48186ce0502b() {\nvar data \u003d gvisDataBubbleChartID48186ce0502b();\nvar options \u003d {};\noptions[\"hAxis\"] \u003d {minValue:75, maxValue:125};\n\n var chart \u003d new google.visualization.BubbleChart(\n document.getElementById(\u0027BubbleChartID48186ce0502b\u0027)\n );\n chart.draw(data,options);\n \n\n}\n \n \n// jsDisplayChart\n(function() {\nvar pkgs \u003d window.__gvisPackages \u003d window.__gvisPackages || [];\nvar callbacks \u003d window.__gvisCallbacks \u003d window.__gvisCallbacks || [];\nvar chartid \u003d \"corechart\";\n \n// Manually see if chartid is in pkgs (not all browsers support Array.indexOf)\nvar i, newPackage \u003d true;\nfor (i \u003d 0; newPackage \u0026\u0026 i \u003c pkgs.length; i++) {\nif (pkgs[i] \u003d\u003d\u003d chartid)\nnewPackage \u003d false;\n}\nif (newPackage)\n pkgs.push(chartid);\n \n// Add the drawChart function to the global list of callbacks\ncallbacks.push(drawChartBubbleChartID48186ce0502b);\n})();\nfunction displayChartBubbleChartID48186ce0502b() {\n var pkgs \u003d window.__gvisPackages \u003d window.__gvisPackages || [];\n var callbacks \u003d window.__gvisCallbacks \u003d window.__gvisCallbacks || [];\n window.clearTimeout(window.__gvisLoad);\n // The timeout is set to 100 because otherwise the container div we are\n // targeting might not be part of the document yet\n window.__gvisLoad \u003d setTimeout(function() {\n var pkgCount \u003d pkgs.length;\n google.load(\"visualization\", \"1\", { packages:pkgs, callback: function() {\n if (pkgCount !\u003d pkgs.length) {\n // Race condition where another setTimeout call snuck in after us; if\n // that call added a package, we must not shift its callback\n return;\n}\nwhile (callbacks.length \u003e 0)\ncallbacks.shift()();\n} });\n}, 100);\n}\n \n// jsFooter\n\n\u003c/script\u003e \n\u003c!-- jsChart --\u003e \n\u003cscript type\u003d\"text/javascript\" src\u003d\"https://www.google.com/jsapi?callback\u003ddisplayChartBubbleChartID48186ce0502b\"\u003e\u003c/script\u003e \n\u003c!-- divChart --\u003e \n\u003cdiv id\u003d\"BubbleChartID48186ce0502b\" style\u003d\"width: 500; height: automatic;\"\u003e \n\u003c/div\u003e" }, "dateCreated": "Feb 10, 2016 10:59:38 PM", - "dateStarted": "Feb 23, 2016 2:50:27 PM", - "dateFinished": "Feb 23, 2016 2:50:27 PM", - "status": "ERROR", + "dateStarted": "Apr 18, 2016 1:49:08 AM", + "dateFinished": "Apr 18, 2016 1:49:08 AM", + "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { - "text": "%r\nlibrary(googleVis)\ngeo \u003d gvisGeoChart(Exports, locationvar \u003d \"Country\", colorvar\u003d\"Profit\", options\u003dlist(Projection \u003d \"kavrayskiy-vii\"))\nprint(geo, tag \u003d \u0027chart\u0027)", - "dateUpdated": "Feb 23, 2016 2:50:29 PM", + "text": "%knitr echo\u003dF,results\u003d\u0027asis\u0027\nlibrary(googleVis)\ngeo \u003d gvisGeoChart(Exports, locationvar \u003d \"Country\", colorvar\u003d\"Profit\", options\u003dlist(Projection \u003d \"kavrayskiy-vii\"))\nprint(geo, tag \u003d \u0027chart\u0027)", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:51:02 AM", "config": { "colWidth": 6.0, "graph": { @@ -896,19 +749,20 @@ "jobName": "paragraph_1455140544963_1486338978", "id": "20160210-224224_735421242", "result": { - "code": "ERROR", + "code": "SUCCESS", "type": "HTML", - "msg": "\u003c!-- GeoChart generated in R 3.1.2 by googleVis 0.5.10 package --\u003e\n\n\u003c!-- Tue Feb 23 14:50:29 2016 --\u003e\n\n\u003c!-- jsHeader --\u003e\n\n\u003cscript type\u003d\"text/javascript\"\u003e\n \n// jsData \nfunction gvisDataGeoChartID3c7e62c8d602 () {\nvar data \u003d new google.visualization.DataTable();\nvar datajson \u003d\n[\n [\n \"Germany\",\n3 \n],\n[\n \"Brazil\",\n4 \n],\n[\n \"United States\",\n5 \n],\n[\n \"France\",\n4 \n],\n[\n \"Hungary\",\n3 \n],\n[\n \"India\",\n2 \n],\n[\n \"Iceland\",\n1 \n],\n[\n \"Norway\",\n4 \n],\n[\n \"Spain\",\n5 \n],\n[\n \"Turkey\",\n1 \n] \n];\ndata.addColumn(\u0027string\u0027,\u0027Country\u0027);\ndata.addColumn(\u0027number\u0027,\u0027Profit\u0027);\ndata.addRows(datajson);\nreturn(data);\n}\n \n// jsDrawChart\nfunction drawChartGeoChartID3c7e62c8d602() {\nvar data \u003d gvisDataGeoChartID3c7e62c8d602();\nvar options \u003d {};\noptions[\"width\"] \u003d 556;\noptions[\"height\"] \u003d 347;\noptions[\"Projection\"] \u003d \"kavrayskiy-vii\";\n\n var chart \u003d new google.visualization.GeoChart(\n document.getElementById(\u0027GeoChartID3c7e62c8d602\u0027)\n );\n chart.draw(data,options);\n \n\n}\n \n \n// jsDisplayChart\n(function() {\nvar pkgs \u003d window.__gvisPackages \u003d window.__gvisPackages || [];\nvar callbacks \u003d window.__gvisCallbacks \u003d window.__gvisCallbacks || [];\nvar chartid \u003d \"geochart\";\n \n// Manually see if chartid is in pkgs (not all browsers support Array.indexOf)\nvar i, newPackage \u003d true;\nfor (i \u003d 0; newPackage \u0026\u0026 i \u003c pkgs.length; i++) {\nif (pkgs[i] \u003d\u003d\u003d chartid)\nnewPackage \u003d false;\n}\nif (newPackage)\n pkgs.push(chartid);\n \n// Add the drawChart function to the global list of callbacks\ncallbacks.push(drawChartGeoChartID3c7e62c8d602);\n})();\nfunction displayChartGeoChartID3c7e62c8d602() {\n var pkgs \u003d window.__gvisPackages \u003d window.__gvisPackages || [];\n var callbacks \u003d window.__gvisCallbacks \u003d window.__gvisCallbacks || [];\n window.clearTimeout(window.__gvisLoad);\n // The timeout is set to 100 because otherwise the container div we are\n // targeting might not be part of the document yet\n window.__gvisLoad \u003d setTimeout(function() {\n var pkgCount \u003d pkgs.length;\n google.load(\"visualization\", \"1\", { packages:pkgs, callback: function() {\n if (pkgCount !\u003d pkgs.length) {\n // Race condition where another setTimeout call snuck in after us; if\n // that call added a package, we must not shift its callback\n return;\n}\nwhile (callbacks.length \u003e 0)\ncallbacks.shift()();\n} });\n}, 100);\n}\n \n// jsFooter\n\u003c/script\u003e\n \n\n\u003c!-- jsChart --\u003e \n\n\u003cscript type\u003d\"text/javascript\" src\u003d\"https://www.google.com/jsapi?callback\u003ddisplayChartGeoChartID3c7e62c8d602\"\u003e\u003c/script\u003e\n \n\n\u003c!-- divChart --\u003e\n\n\u003cdiv id\u003d\"GeoChartID3c7e62c8d602\" style\u003d\"width: 556; height: 347;\"\u003e\n\u003c/div\u003e" + "msg": "\u003cscript type\u003d\"text/javascript\"\u003e\nwindow.onload \u003d function() {\n var imgs \u003d document.getElementsByTagName(\u0027img\u0027), i, img;\n for (i \u003d 0; i \u003c imgs.length; i++) {\n img \u003d imgs[i];\n // center an image if it is the only element of its parent\n if (img.parentElement.childElementCount \u003d\u003d\u003d 1)\n img.parentElement.style.textAlign \u003d \u0027center\u0027;\n }\n};\n\n\u003c/script\u003e \n\u003c!-- GeoChart generated in R 3.2.4 by googleVis 0.5.10 package --\u003e \n\u003c!-- Mon Apr 18 01:51:02 2016 --\u003e \n\u003c!-- jsHeader --\u003e \n\u003cscript type\u003d\"text/javascript\"\u003e\n \n// jsData \nfunction gvisDataGeoChartID481875729e64 () {\nvar data \u003d new google.visualization.DataTable();\nvar datajson \u003d\n[\n [\n \"Germany\",\n3 \n],\n[\n \"Brazil\",\n4 \n],\n[\n \"United States\",\n5 \n],\n[\n \"France\",\n4 \n],\n[\n \"Hungary\",\n3 \n],\n[\n \"India\",\n2 \n],\n[\n \"Iceland\",\n1 \n],\n[\n \"Norway\",\n4 \n],\n[\n \"Spain\",\n5 \n],\n[\n \"Turkey\",\n1 \n] \n];\ndata.addColumn(\u0027string\u0027,\u0027Country\u0027);\ndata.addColumn(\u0027number\u0027,\u0027Profit\u0027);\ndata.addRows(datajson);\nreturn(data);\n}\n \n// jsDrawChart\nfunction drawChartGeoChartID481875729e64() {\nvar data \u003d gvisDataGeoChartID481875729e64();\nvar options \u003d {};\noptions[\"width\"] \u003d 556;\noptions[\"height\"] \u003d 347;\noptions[\"Projection\"] \u003d \"kavrayskiy-vii\";\n\n var chart \u003d new google.visualization.GeoChart(\n document.getElementById(\u0027GeoChartID481875729e64\u0027)\n );\n chart.draw(data,options);\n \n\n}\n \n \n// jsDisplayChart\n(function() {\nvar pkgs \u003d window.__gvisPackages \u003d window.__gvisPackages || [];\nvar callbacks \u003d window.__gvisCallbacks \u003d window.__gvisCallbacks || [];\nvar chartid \u003d \"geochart\";\n \n// Manually see if chartid is in pkgs (not all browsers support Array.indexOf)\nvar i, newPackage \u003d true;\nfor (i \u003d 0; newPackage \u0026\u0026 i \u003c pkgs.length; i++) {\nif (pkgs[i] \u003d\u003d\u003d chartid)\nnewPackage \u003d false;\n}\nif (newPackage)\n pkgs.push(chartid);\n \n// Add the drawChart function to the global list of 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"Feb 23, 2016 2:50:31 PM", + "text": "%knitr echo\u003dF,results\u003d\u0027asis\u0027\nrequire(rCharts)\ndata(economics, package \u003d \u0027ggplot2\u0027)\necon \u003c- transform(economics, date \u003d as.character(date))\nm1 \u003c- mPlot(x \u003d \u0027date\u0027, y \u003d c(\u0027psavert\u0027, \u0027uempmed\u0027), type \u003d \u0027Line\u0027, data \u003d econ)\nm1$set(pointSize \u003d 0, lineWidth \u003d 1)\nm1$show(\u0027inline\u0027, include_assets\u003dTRUE, cdn\u003dTRUE)", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:53:48 AM", "config": { "colWidth": 6.0, "graph": { @@ -932,17 +786,18 @@ "result": { "code": "SUCCESS", "type": "HTML", - "msg": "\u003cp\u003e\u003clink rel\u003d\"stylesheet\" href\u003d\"http://cdn.oesmith.co.uk/morris-0.4.2.min.css\" /\u003e\u003c/p\u003e\u003cscript type\u003d\"text/javascript\" src\u003d\"http://ajax.googleapis.com/ajax/libs/jquery/1.9.0/jquery.min.js\"\u003e\u003c/script\u003e\u003cscript type\u003d\"text/javascript\" 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5.2,\n\"uempmed\": 12.2,\n\"unemploy\": 8575 \n},\n{\n \"date\": \"2015-04-01\",\n\"pce\": 12158.9,\n\"pop\": 320887,\n\"psavert\": 5.6,\n\"uempmed\": 11.7,\n\"unemploy\": 8549 \n} \n],\n\"pointSize\": 0,\n\"lineWidth\": 1,\n\"id\": \"chart48187d8588c6\",\n\"labels\": [ \"psavert\", \"uempmed\" ] \n},\n chartType \u003d \"Line\"\n new Morris[chartType](chartParams)\n\n\u003c/script\u003e" }, "dateCreated": "Feb 10, 2016 7:48:03 PM", - "dateStarted": "Feb 23, 2016 2:50:31 PM", - "dateFinished": "Feb 23, 2016 2:50:32 PM", + "dateStarted": "Apr 18, 2016 1:53:48 AM", + "dateFinished": "Apr 18, 2016 1:53:49 AM", "status": "FINISHED", "progressUpdateIntervalMs": 500 }, { - "text": "%r {\"imageWidth\": \"300px\"}\nlibrary(ggplot2)\npres_rating \u003c- data.frame(\n rating \u003d as.numeric(presidents),\n year \u003d as.numeric(floor(time(presidents))),\n quarter \u003d as.numeric(cycle(presidents))\n)\np \u003c- ggplot(pres_rating, aes(x\u003dyear, y\u003dquarter, fill\u003drating))\np + geom_raster()", - "dateUpdated": "Feb 23, 2016 2:50:32 PM", + "text": "%knitr fig.width\u003d3,fig.height\u003d2,echo\u003dF\nlibrary(ggplot2)\npres_rating \u003c- data.frame(\n rating \u003d as.numeric(presidents),\n year \u003d as.numeric(floor(time(presidents))),\n quarter \u003d as.numeric(cycle(presidents))\n)\np \u003c- ggplot(pres_rating, aes(x\u003dyear, y\u003dquarter, fill\u003drating))\np + geom_raster()", + "authenticationInfo": {}, + "dateUpdated": "Apr 18, 2016 1:53:26 AM", "config": { "colWidth": 6.0, "graph": { @@ -966,16 +821,17 @@ "result": { "code": "SUCCESS", "type": "HTML", - "msg": "\u003cp\u003e\u003cimg 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"R Tutorial", "id": "r", "angularObjects": { - "2BGNYGX62": [], - "2BH79J543": [], - "2BGEQ12SH": [], - "2BHEC1U86": [], - "2BFC8VSCU": [], - "2BEFFGZ94": [], - "2BHXPBPPB": [], - "2BEUFCFMV": [], - "2BEFB8NYY": [], - "2BE83RBH6": [], - "2BGHNUYS3": [], - "2BHWPPHUF": [], - "2BHZGMJB4": [], - "2BHRGU5SV": [], - "2BE19PPM5": [], - "2BF3RSAR9": [], - "2BFBDB2V5": [], - "2BHBNXNS5": [] + "2BFZAGS43": [], + "2BF8PSPD5": [], + "2BF2BWWZ2": [], + "2BFZB53ZH": [], + "2BFUECDGS": [], + "2BF3DXDFW": [], + "2BFJX7H6U": [], + "2BES9QFME": [], + "2BJBUDDRP": [], + "2BEJSZ58T": [], + "2BFDFKZBD": [], + "2BF2CJZTQ": [], + "2BGGFU6SW": [], + "2BF1WERHP": [], + "2BJ5BUTPR": [], + "2BHXH7DP6": [], + "2BFH1GWNK": [], + "2BJ695JRG": [] }, "config": { "looknfeel": "default" diff --git a/r/src/main/scala/org/apache/zeppelin/rinterpreter/RContext.scala b/r/src/main/scala/org/apache/zeppelin/rinterpreter/RContext.scala index ffab1608d2b..188df81617e 100644 --- a/r/src/main/scala/org/apache/zeppelin/rinterpreter/RContext.scala +++ b/r/src/main/scala/org/apache/zeppelin/rinterpreter/RContext.scala @@ -292,9 +292,11 @@ object RContext { val portsFile = File.createTempFile("rscala-", "") val processInstance = processCmd.run(processIO) // Find rzeppelin - val libpath : String = if (Files.exists(Paths.get("R/lib"))) "R/lib" + val basePath : String = SparkInterpreter.getSystemDefault("ZEPPELIN_HOME", "zeppelin.home", "./") + val libpath : String = if (Files.exists(Paths.get(basePath + "R/lib"))) basePath + "R/lib" + else if (Files.exists(Paths.get("R/lib"))) "R/lib" else if (Files.exists(Paths.get("../R/lib"))) "../R/lib" - else throw new RuntimeException("Could not find rzeppelin - it must be in either R/lib or ../R/lib") + else throw new RuntimeException("Could not find rzeppelin - it should be in either $ZEPPELIN_HOME/R/lib, ./R/lib or ../R/lib") val snippet = s""" library(lib.loc="$libpath", rzeppelin) @@ -317,5 +319,4 @@ q(save='no')""" contextMap.put(id, context) context } -} - +} \ No newline at end of file