R/generate.html.R

#' generate html file
#'
#' @param prediction result matrix using all exons and RBP-specific exons 
#'
#' @return 
#' @export
#'
#' @examples
output2html <- function(content, file = "index.html", append = TRUE) {
    if (file != "none") {
        cat(content, "\n", file = "index.html", append = append)
    }
}

generate.html <- function(data1, data2, fig = "./dataPCA.png") {
   output2html("<html>    ")
output2html("<head>                                                 ")
output2html("<title>Splicescope Results </title>                            ")

output2html("<style type=\"text/css\">")

output2html("body {")
output2html("  font-family: Verdana, Arial, Helvetica, sans-serif;")
output2html("  font-size: 11pt")
output2html("}")

output2html("a {")
output2html("	color: #444444;")
output2html("}")

output2html("a.jump { margin: 15px 0 0; font-style: normal; font-size: 0.8em")
output2html("          font-weight: bolder;")
output2html("}")

output2html("img.logo {")
output2html("	vertical-align: middle;")
output2html("	padding-right: 1.5em;")
output2html("	padding-left: 0.5em;")
output2html("	padding-top: 0.5em;")
output2html("}")

output2html("banner {")
output2html("    font-size: 2em; color:#525252;")
output2html("    display: inline-block;")
output2html("    vertical-align: middle;")
output2html("}")

output2html("bannerdesc {")
output2html("font-size: 1em; ")
output2html("}")

output2html("citation {")
output2html("    font-family: Courier, Verdana, Arial, Helvetica, sans-serif; color:286791;")
output2html("    font-size: 1em;")
output2html("}")

output2html("div.pad { ")
output2html("font-size: 0.8em;")
output2html("margin: 25px 5px 5px;")
output2html("}")

output2html("h1 {")
output2html("    font-size: 2.4em; color:")
output2html("    display: inline-block;")
output2html("    vertical-align: middle;")
output2html("}")

output2html("h2 {")
output2html("    text-align: left;")
output2html("    font-size: 1.1em;color:#286791;")
output2html("    font-weight: bold;")
output2html("}")

output2html("img.plot")
output2html("{")
output2html("	border-width: 1px;")
output2html("	border-style: solid;")
output2html("	padding: 20px;")
output2html("	border-color: #AAAAAA;")
output2html("}")

output2html("table.gridtable ")
output2html("{font-size: 0.8em; color:#333333; border-width: 1px; border-color: #666666; border-collapse: collapse;}")
output2html("table.gridtable th ")
output2html("{border-width: 1px; padding: 8px; border-style: solid; border-color: #666666; background-color: #dedede;}")
output2html("table.gridtable td ")
output2html("{border-width: 1px; padding: 8px; border-style: solid; border-color: #666666; background-color: #ffffff;}")

output2html("table.scale ")
output2html("{")
output2html("	font-size: 0.7em;")
output2html("	color:#333333;")
output2html("}")

output2html("table.scale td ")
output2html("{")
output2html("	padding: 4px;")
output2html("	border-style: none;")
output2html("	width: 2em;")
output2html("}")


output2html(".firstcolumn")
output2html("{")
output2html("}")

output2html("td.firstline, td.firstcolumn")
output2html("{")
output2html("	font-size: 0.8em;")
output2html("}")

output2html("table td.stage1")
output2html("{")
output2html("	background-color: rgba(11,70,122,0.8);")
output2html("}")

output2html("table td.stage2")
output2html("{")
output2html("	background-color: rgba(45,126,176,0.8);")
output2html("}")

output2html("table td.stage3")
output2html("{")
output2html("	background-color: rgba(28,127,82,0.8);")
output2html("}")

output2html("table td.stage4")
output2html("{")
output2html("	background-color: rgba(136,207,53,0.8);")
output2html("}")

output2html("table td.stage5")
output2html("{")
output2html("	background-color: rgba(245,98,55,0.8);")
output2html("}")

output2html("table td.stage6")
output2html("{")
output2html("	background-color: rgba(185,18,48,0.8);")
output2html("}")

output2html(".stage1, .stage2, .stage3, .stage4, .stage5, .stage6")
output2html("{")
output2html("}")

output2html("</style>")
output2html("</head>                                                ")
output2html("<body> ")
output2html("<img class=\"logo\" src=\"data:image/png;base64,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")
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#output2html("<banner> Splicescope </banner> ")
output2html("<p>")
output2html("<bannerdesc>")
output2html("Determining maturation stages of <i>in vivo</i>- or <i>in vitro</i>- derived neuronal cells based on their alternative splicing profile. ")
output2html("</bannerdesc>")
output2html("</p>")

#output2html("<p>")
#output2html("For additional details on how to interpret the results and citation of our work, please  ")
#output2html("</p>")

#output2html("<citation>")
#output2html("Weyn-Vanhentenryck, Feng, <i>et al.</i> Precise temporal regulation of alternative splicing during neural development. <i>Submitted</i>.")
#output2html("</citation>")

#output2html("<br>")
#output2html("<br>")


output2html("<div class=\"pad\">")
output2html("      <a class=\"jump\" href=\"#overall_sec\">Overall Maturation</a>")
output2html("      &nbsp;&nbsp;|&nbsp;&nbsp;")
output2html("      <a class=\"jump\" href=\"#pca_sec\">PCA Visualization</a>")
output2html("      &nbsp;&nbsp;|&nbsp;&nbsp;")
output2html("      <a class=\"jump\" href=\"#rbp_sec\">RBP-specific Maturation</a>")
output2html("</div>")

output2html("<br>")


output2html("<h2 id=\"overall_sec\">Overall Maturation Stage Prediction</h2>")
output2html("<hr> ")

output2html("<p>")
output2html("The predictions below are based on the overall splicing profiles.")
output2html("</p>")

output2html("<p align=left>")

get.htmldf(data1)

output2html("<p align=left>")
output2html("<table class=\"scale\">")
output2html("<tr align= center> ")
output2html("<td class=\"cellinside\">E14.5</td>")
output2html("<td class=\"cellinside\">E16.5</td>")
output2html("<td class=\"cellinside\">P0</td>")
output2html("<td class=\"cellinside\">P4</td>")
output2html("<td class=\"cellinside\">P7</td>")
output2html("<td class=\"cellinside\">P15+</td>")
output2html("</tr>")
output2html("<tr align= center > ")
output2html("<td class=\"cellinside stage1\">1</td>")
output2html("<td class=\"cellinside stage2\">2</td>")
output2html("<td class=\"cellinside stage3\">3</td>")
output2html("<td class=\"cellinside stage4\">4</td>")
output2html("<td class=\"cellinside stage5\">5</td>")
output2html("<td class=\"cellinside stage6\">6</td>")
output2html("</tr>")
output2html("</table>")
output2html("<br> ")
output2html("<br> ")

output2html("</p>")


output2html("<h2 id=\"pca_sec\">Maturation PCA Visualization</h2>")
output2html("<hr> ")

output2html("<p>")
output2html("The plot shows projection of samples into the 2D space of the first two principal components. Each dot is an sample. [<a href=\"\">PDF</a>] ")
output2html("</p>")
output2html("<div style=\"text-align:left\"> ")
output2html("<img class=\"plot\" src=\" ./dataPCA.png \" width=\"900\" height=\"540\" align=\"center\"/> ")
output2html("</div> ")




output2html("<br>")
output2html("<br>")

output2html("<h2 id=\"rbp_sec\">RBP-Specific Maturation Stage Prediction</h2>")
output2html("<hr>")

output2html("The predictions below are based on the splicing profiles of target exons regulated by specific RNA-binding proteins (RBPs).")

output2html("<p align=left>")

get.htmldf(data2, rbp="RBP")


output2html("</p>")

output2html("<br>")
output2html("<hr size=1> ")
output2html("<font style=\"font-family:arial\" size=-1> ")

output2html(paste("Created by Splicescope (v.1.0.0) on ", format(Sys.time(), "%a %b %d %X %Y")," . <br>", sep=""))
output2html("Copy right (c) 2016-2017, Zhang Laboratory")

output2html("</body> ")
output2html("</html> ")

}
chaolinzhanglab/splicescope documentation built on May 24, 2019, 8:54 a.m.