{"id":1047,"date":"2016-04-20T07:00:28","date_gmt":"2016-04-20T07:00:28","guid":{"rendered":"http:\/\/lamalaga.com\/esp\/?p=1047"},"modified":"2016-06-10T23:49:36","modified_gmt":"2016-06-10T23:49:36","slug":"indicadores-de-ciencia-y-tecnologia-en-el-peru","status":"publish","type":"post","link":"http:\/\/lamalaga.com\/esp\/indicadores-de-ciencia-y-tecnologia-en-el-peru\/","title":{"rendered":"Indicadores de Ciencia y Tecnolog\u00eda en el Per\u00fa"},"content":{"rendered":"<p>En el Per\u00fa estamos por detras de nuestros vecinos en aspectos de ciencia y tecnolog\u00eda. Para demostrarlo suele compararse nuestros indicadores con los de los pa\u00edses vecinos. Un buen ejemplo de eso est\u00e1 en el blog de Modesto Montoya (<a href=\"https:\/\/modestomontoya.me\/2016\/04\/11\/peru-sin-ciencia-y-tecnologia-condenado-al-estancamiento\/\">Per\u00fa sin ciencia y tecnolog\u00eda condenado al estancamiento<\/a>). Para ese tipo de comparaciones buenas fuentes de informaci\u00f3n son World Bank Development Indicators, RICYT y la UNESCO. A nivel del Per\u00fa el INEI y en Banco Central de Reserva son los que proveen varios indicadores.<\/p>\n<div class=\"container-fluid main-container\">\n<p>Si decidimos hacer un recuento hist\u00f3rico de los indicadores la cosa se complica. La informaci\u00f3n no est\u00e1 disponible en bases de datos en l\u00ednea y hacer uno mismo las estimaciones puede ser extremadamente tedioso o imposible. Una fuente de informaci\u00f3n para el Per\u00fa que tiene una buena cantidad de datos es <i>Per\u00fa ante la sociedad del conocimiento: Indicadores de ciencia, tecnolog\u00eda e innovaci\u00f3n 1960 -2002<\/i> (Concytec, 2003). Aunque no tiene informaci\u00f3n sobre los \u00faltimos 15 a\u00f1os la informaci\u00f3n que tiene sobre a\u00f1os anteriores es probablemente la mejor que podr\u00e1n encontrar. Lamentablemente el compendio no est\u00e1 disponible en l\u00ednea pero s\u00ed en algunas bibliotecas universitarias.<\/p>\n<p>Estos son los datos:<\/p>\n<pre class=\"r\"><code>imasd_peru &lt;- read.csv(\"C:\/Users\/Lucia\/Dropbox\/RArch\/imasd_peru.csv\")\r\ntab&lt;-cbind(Year=imasd_peru[,1],PBI_100miles_soles_2007=imasd_peru[,2],ImasD_100miles_soles_2007=imasd_peru[,6])\r\nhead(tab)<\/code><\/pre>\n<pre><code>##      Year PBI_100miles_soles_2007 ImasD_100miles_soles_2007\r\n## [1,] 1970                 1168.49                 0.1519037\r\n## [2,] 1971                 1222.13                        NA\r\n## [3,] 1972                 1264.63                        NA\r\n## [4,] 1973                 1344.01                        NA\r\n## [5,] 1974                 1470.17                        NA\r\n## [6,] 1975                 1533.40                 5.5202400<\/code><\/pre>\n<p>En el gr\u00e1fico siguiente puede verse que si se conserva la escala y se comparte el eje <b>y<\/b> los datos no se visulizan bien, es decir los valores de I+D son tan peque\u00f1os frente al PBI que no se pueden ver.<\/p>\n<pre class=\"r\"><code>#utilizo el comando plot integrado en el R\r\n#1 grafico el PBI en un gr\u00e1fico de dispersi\u00f3n\r\nplot(tab[,1],tab[,2],type=\"l\", ylab=\"PBI en cientos de miles de soles del 2007\", xlab=\"A\u00f1o\", col=\"blue\")\r\n#agrego los puntos correspondientes a I+D pero al ser valores muy peque\u00f1os no son visibles en el gr\u00e1fico\r\npoints(cbind(tab[,1],tab[,3]),type=\"p\",col=\"red\",pch=19)\r\n#agrego una \"rejilla\" al gr\u00e1fico\r\ngrid()\r\n#agrego la leyenda al gr\u00e1fico\r\nlegend(\"topleft\",legend=colnames(tab[,2:3]),lty=c(1,2),col=c(\"blue\",\"red\"),bg=\"white\",lwd=2)<\/code><\/pre>\n<p><img decoding=\"async\" title=\"\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"672\" \/><\/p>\n<p>Ante esta situaci\u00f3n hay ocasiones en las que se pone el gr\u00e1fico con dos ejes <b>y<\/b>, uno a la izquierda y otro a la derecha y cada uno corresponde a la escala de una de las variables. Aunque esa manera de mostrar los datos permite visualizar los elementos de la serie tambi\u00e9n puede inducir a la confusi\u00f3n pues invisibiliza las diferencias en la escala. Por eso parec\u00eda m\u00e1s interesante hacer el gr\u00e1fico en un solo panel que comparta el eje <b>x<\/b> pero tenga diferentes ejes <b>y<\/b>.<\/p>\n<p>En el gr\u00e1fico a continuaci\u00f3n se compara el crecimiento del PBI peruano (en cientos de millones de soles del 2007, data proveniente del Banco Central de Reserva) con la inversi\u00f3n en Investigaci\u00f3n y Desarrollo (I+D) como porcentaje del PBI (datos provenientes de <i>Per\u00fa ante la sociedad del conocimiento: Indicadores de ciencia, tecnolog\u00eda e innovaci\u00f3n 1960 -2002<\/i> y de estimaciones de Fernando Romero para <a href=\"http:\/\/fni.pe\/\">Foro Nacional Internacional<\/a>). Como puede verse los datos comparten el eje <b>x<\/b> (a\u00f1os) y tienen un diferente eje <b>y<\/b> (cientos de millos de soles del 2007 para el PBI y porcentaje del PBI para la inversi\u00f3n en I+D).<\/p>\n<p>Para esto se siguio el <a href=\"https:\/\/github.com\/hadley\/ggplot2\/wiki\/Align-two-plots-on-a-page\"> ejemplo de la wikia de ggplot2<\/a> que tiene buenas explicaciones con casos pr\u00e1cticos para el uso de este paquete en R.<\/p>\n<pre class=\"r\"><code>#llamo a la librer\u00eda ggplot2\r\nlibrary(ggplot2)<\/code><\/pre>\n<pre><code>## Warning: package 'ggplot2' was built under R version 3.2.5<\/code><\/pre>\n<pre class=\"r\"><code>#identifico la variable x\r\nx &lt;- imasd_peru[,1]\r\n#identifico la data para el panel1\r\nd1 &lt;- data.frame(x=x, y=imasd_peru[,2])\r\n#identifico la data para el panel2\r\nd2 &lt;- data.frame(x=x, y=imasd_peru[,5])\r\n\r\n#agrego uno columna que identifica el panel en cada uno de los casos\r\nd1$panel &lt;- \"PBI\"\r\nd2$panel &lt;- \"I+D %PBI\"\r\n\r\n#uno la data de los dos paneles\r\nd &lt;- rbind(d1, d2)\r\n#si en los pasos posteriores surge alg\u00fan error es bueno hacer un\r\n#summary(d)\r\n#para poder ver si por accidente alguno de los datos se import\u00f3 como valores cuantitativos en vez de cualitativos (o como R lo llama \"factores\")\r\n\r\n#identifico la data en ggplot y los ejes\r\np &lt;- ggplot(data = d, mapping = aes(x = x, y = y)) + \r\n#genero dos paneles\r\n    facet_grid(panel~., scale=\"free\") + \r\n#genero la l\u00ednea de PBI\r\n    geom_line(data = d1, stat = \"identity\", color=\"blue\") + \r\n#genero los puntos de I+D\r\n    geom_point(data = d2, stat = \"identity\",color=\"red\", size=2)+\r\n  geom_line(linetype=\"dashed\")\r\np<\/code><\/pre>\n<pre><code>## Warning: Removed 31 rows containing missing values (geom_point).<\/code><\/pre>\n<p><img decoding=\"async\" title=\"\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"672\" \/><\/p>\n<p>Este es s\u00f3lo un ejemplo de las variables que podr\u00edan incluirse. A\u00fan tomando en cuenta la misma data hay algunas transformaciones que podr\u00edan tomarse en cuenta como el PBI per c\u00e1pita o la inversi\u00f3n en I+D en millones de soles en vez de porcentaje. Espero que esta explicaci\u00f3n les haya sido de utilidad y gracias por las estimaciones de I+D a Fernando Romero.<\/p>\n<\/div>\n<div class=\"rpbt_shortcode\">\n<h3>Art\u00edculos Relacionados<\/h3>\n<ul>\n\t\t\t\t\t\n\t\t\t<li>\n\t\t\t\t<a href=\"http:\/\/lamalaga.com\/esp\/peru-gasto-publico-en-educacion-superior-estimaciones-varias\/\">Per\u00fa. Gasto p\u00fablico en educaci\u00f3n superior, estimaciones varias<\/a>\n\t\t\t<\/li>\n\t\t\t\t\t\n\t\t\t<li>\n\t\t\t\t<a href=\"http:\/\/lamalaga.com\/esp\/quien-soy-un-post-personal-con-sunburstr\/\">\u00bfQui\u00e9n soy? Un post personal con sunburstR<\/a>\n\t\t\t<\/li>\n\t\t\t\t\t\n\t\t\t<li>\n\t\t\t\t<a href=\"http:\/\/lamalaga.com\/esp\/por-que-los-rankings-son-enganos\/\">\u00bfPor qu\u00e9 los rankings son enga\u00f1osos?<\/a>\n\t\t\t<\/li>\n\t\t\t\t\t\n\t\t\t<li>\n\t\t\t\t<a href=\"http:\/\/lamalaga.com\/esp\/principales-indicadores-bibliometricos-de-la-actividad-cientifica-peruana-2006-2011-categorias-sectoriales\/\">Principales Indicadores Bibliom\u00e9tricos de la Actividad Cient\u00edfica Peruana 2006-2011 \u00bfCategor\u00edas sectoriales?<\/a>\n\t\t\t<\/li>\n\t\t\t\t\t\n\t\t\t<li>\n\t\t\t\t<a href=\"http:\/\/lamalaga.com\/esp\/un-desafio-persistente-en-la-feria-del-libro-ricardo-palma\/\">Un desaf\u00edo persistente en la feria del libro Ricardo Palma<\/a>\n\t\t\t<\/li>\n\t\t\t<\/ul>\n<\/div>\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":1,"featured_media":1059,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[16],"tags":[140,84,142,141,109,116],"class_list":["post-1047","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-estadistica-y-bibliometria","tag-ciencia-y-tecnologia","tag-estadistica","tag-ggplot2","tag-investigacion-y-desarrollo","tag-peru","tag-r"],"_links":{"self":[{"href":"http:\/\/lamalaga.com\/esp\/wp-json\/wp\/v2\/posts\/1047","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/lamalaga.com\/esp\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/lamalaga.com\/esp\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/lamalaga.com\/esp\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/lamalaga.com\/esp\/wp-json\/wp\/v2\/comments?post=1047"}],"version-history":[{"count":10,"href":"http:\/\/lamalaga.com\/esp\/wp-json\/wp\/v2\/posts\/1047\/revisions"}],"predecessor-version":[{"id":1226,"href":"http:\/\/lamalaga.com\/esp\/wp-json\/wp\/v2\/posts\/1047\/revisions\/1226"}],"wp:featuredmedia":[{"embeddable":true,"href":"http:\/\/lamalaga.com\/esp\/wp-json\/wp\/v2\/media\/1059"}],"wp:attachment":[{"href":"http:\/\/lamalaga.com\/esp\/wp-json\/wp\/v2\/media?parent=1047"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/lamalaga.com\/esp\/wp-json\/wp\/v2\/categories?post=1047"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/lamalaga.com\/esp\/wp-json\/wp\/v2\/tags?post=1047"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}