include badges on main page

doc/jekyll/_includes/version.svp

+<svg xmlns="http://www.w3.org/2000/svg" width="98" height="20" style="vertical-align: middle;">  <linearGradient id="b" x2="0" y2="100%">    <stop offset="0" stop-color="#bbb" stop-opacity=".1"/>    <stop offset="1" stop-opacity=".1"/>  </linearGradient>  <mask id="a">    <rect width="98" height="20" rx="3" fill="#fff"/>  </mask>  <g mask="url(#a)">    <path fill="#555"  d="M0 0 h55 v20 H0 z"/>    <path fill="#5af"          d="M55 0 h43 v20 H55 z"/>    <path fill="url(#b)"          d="M0 0 h98 v20 H0 z"/>  </g>  <g fill="#fff" text-anchor="middle">    <g font-family="DejaVu Sans,Verdana,Geneva,sans-serif" font-size="11"  alignment-baseline="baseline">      <text x="28" y="15" fill="#010101" fill-opacity=".3">        version      </text>      <text x="28" y="14">        version      </text>      <text x="77" y="15" fill="#010101" fill-opacity=".3">        __version      </text>      <text x="77" y="14">        __version      </text>    </g>  </g></svg>

doc/jekyll/_plugins/tabs.rb

 module Jekyll
-  class TabsConverter < Converter
-    safe true
-    priority :low
+class TabsConverter < Converter
+	safe true
+	priority :low
 
-    def matches(ext)
-      ext =~ /^\.md$/i
-    end
+	def matches(ext)
+		ext =~ /^\.md$/i
+	end
 
-    def output_ext(ext)
-      ".html"
-    end
+	def output_ext(ext)
+		".html"
+	end
 
-    def convert(content)
-      content.gsub('<p>__tabsInit</p>', "<input id=\"tab1\" type=\"radio\" name=\"tabs\" checked><input id=\"tab2\" type=\"radio\" name=\"tabs\">")
-             .gsub('<p>__tabsStart</p>', "<div id=\"tabs\"><label for=\"tab1\">C++</label><label for=\"tab2\">Python</label><div id=\"content\"><section id=\"content1\">")
-             .gsub('<p>__tabsMid</p>', "</section><section id=\"content2\">")
-             .gsub('<p>__tabsEnd</p>', "</section></div></div>")
-			 .gsub('<p>__dangerStart</p>', "<div class=\"alert alert-danger\">")
-			 .gsub('<p>__dangerEnd</p>', "</div>")
-			 .gsub('<p>__warnStart</p>', "<div class=\"alert alert-warning\">")
-			 .gsub('<p>__warnEnd</p>', "</div>")
-    end
-  end
+	def convert(content)
+	content.gsub('<p>__tabsInit</p>', "<input id=\"tab1\" type=\"radio\" name=\"tabs\" checked><input id=\"tab2\" type=\"radio\" name=\"tabs\">")
+			.gsub('<p>__tabsStart</p>', "<div id=\"tabs\"><label for=\"tab1\">C++</label><label for=\"tab2\">Python</label><div id=\"content\"><section id=\"content1\">")
+			.gsub('<p>__tabsMid</p>', "</section><section id=\"content2\">")
+			.gsub('<p>__tabsEnd</p>', "</section></div></div>")
+			.gsub('<p>__dangerStart</p>', "<div class=\"alert alert-danger\">")
+			.gsub('<p>__dangerEnd</p>', "</div>")
+			.gsub('<p>__warnStart</p>', "<div class=\"alert alert-warning\">")
+			.gsub('<p>__warnEnd</p>', "</div>")
+			.gsub('__breakFix1</a></p>', "")
+			.gsub('<p>__breakFix2', "</a>")
+			.gsub('__version', %x( git describe --tags --always --abbrev=0 ) )
+	end
+end
 end
 

doc/jekyll/index.md

@@ -5,6 +5,15 @@ subtitle: "a general purpose tensor library"
 ---
 
 # Xerus
+**master:** <a href="https://git.hemio.de/xerus/xerus/commits/master"><img alt="build status" src="https://git.hemio.de/xerus/xerus/badges/master/build.svg" /></a> 
+<a href="https://git.hemio.de/xerus/xerus/commits/master"><img alt="coverage report" src="https://git.hemio.de/xerus/xerus/badges/master/coverage.svg" /></a> 
+<a href="https://git.hemio.de/xerus/xerus/commits/master">
+__breakFix1
+{% include version.svp %}
+__breakFix2
+**development:**  <a href="https://git.hemio.de/xerus/xerus/commits/development"><img alt="build status" src="https://git.hemio.de/xerus/xerus/badges/development/build.svg" /></a> 
+<a href="https://git.hemio.de/xerus/xerus/commits/development"><img alt="coverage report" src="https://git.hemio.de/xerus/xerus/badges/development/coverage.svg" /></a>
+
 
 The `xerus` library is a general purpose library for numerical calculations with higher order tensors, Tensor-Train Decompositions / Matrix Product States and general Tensor Networks.
 The focus of development was the simple usability and adaptibility to any setting that requires higher order tensors or decompositions thereof.