{
"metadata": {
"language": "ruby",
"name": "",
"signature": "sha256:d40138d37e3c2c2182d40316fbb61cc9550a8433589d1d612432257fc523c202"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": [
"puts 'hoge'"
],
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "stream",
"stream": "stdout",
"text": [
"hoge\n"
]
}
],
"prompt_number": 10
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"10.times do |i|\n",
" puts i\n",
"end"
],
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "stream",
"stream": "stdout",
"text": [
"0\n"
]
},
{
"output_type": "stream",
"stream": "stdout",
"text": [
"1\n"
]
},
{
"output_type": "stream",
"stream": "stdout",
"text": [
"2\n"
]
},
{
"output_type": "stream",
"stream": "stdout",
"text": [
"3\n"
]
},
{
"output_type": "stream",
"stream": "stdout",
"text": [
"4\n"
]
},
{
"output_type": "stream",
"stream": "stdout",
"text": [
"5\n"
]
},
{
"output_type": "stream",
"stream": "stdout",
"text": [
"6\n"
]
},
{
"output_type": "stream",
"stream": "stdout",
"text": [
"7\n"
]
},
{
"output_type": "stream",
"stream": "stdout",
"text": [
"8\n"
]
},
{
"output_type": "stream",
"stream": "stdout",
"text": [
"9\n"
]
},
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 11,
"text": [
"10"
]
}
],
"prompt_number": 11
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"IRuby.display IRuby.latex <<-'TEX'\n",
"\\begin{eqnarray}\n",
"\\nabla \\times \\vec{\\mathbf{B}} -\\, \\frac1c\\, \\frac{\\partial\\vec{\\mathbf{E}}}{\\partial t} & = \\frac{4\\pi}{c}\\vec{\\mathbf{j}} \\\\\n",
"\\nabla \\cdot \\vec{\\mathbf{E}} & = 4 \\pi \\rho \\\\\n",
"\\nabla \\times \\vec{\\mathbf{E}}\\, +\\, \\frac1c\\, \\frac{\\partial\\vec{\\mathbf{B}}}{\\partial t} & = \\vec{\\mathbf{0}} \\\\\n",
"\\nabla \\cdot \\vec{\\mathbf{B}} & = 0 \n",
"\\end{eqnarray}\n",
"TEX\n",
"\n",
"IRuby.math('F(k) = \\int_{-\\infty}^{\\infty} f(x) e^{2\\pi i k} dx')"
],
"language": "python",
"metadata": {},
"outputs": [
{
"latex": [
"\\begin{eqnarray}\n",
"\\nabla \\times \\vec{\\mathbf{B}} -\\, \\frac1c\\, \\frac{\\partial\\vec{\\mathbf{E}}}{\\partial t} & = \\frac{4\\pi}{c}\\vec{\\mathbf{j}} \\\\\n",
"\\nabla \\cdot \\vec{\\mathbf{E}} & = 4 \\pi \\rho \\\\\n",
"\\nabla \\times \\vec{\\mathbf{E}}\\, +\\, \\frac1c\\, \\frac{\\partial\\vec{\\mathbf{B}}}{\\partial t} & = \\vec{\\mathbf{0}} \\\\\n",
"\\nabla \\cdot \\vec{\\mathbf{B}} & = 0 \n",
"\\end{eqnarray}\n"
],
"metadata": {},
"output_type": "pyout",
"prompt_number": 12,
"text": [
"\"\\\\begin{eqnarray}\\n\\\\nabla \\\\times \\\\vec{\\\\mathbf{B}} -\\\\, \\\\frac1c\\\\, \\\\frac{\\\\partial\\\\vec{\\\\mathbf{E}}}{\\\\partial t} & = \\\\frac{4\\\\pi}{c}\\\\vec{\\\\mathbf{j}} \\\\\\\\\\n\\\\nabla \\\\cdot \\\\vec{\\\\mathbf{E}} & = 4 \\\\pi \\\\rho \\\\\\\\\\n\\\\nabla \\\\times \\\\vec{\\\\mathbf{E}}\\\\, +\\\\, \\\\frac1c\\\\, \\\\frac{\\\\partial\\\\vec{\\\\mathbf{B}}}{\\\\partial t} & = \\\\vec{\\\\mathbf{0}} \\\\\\\\\\n\\\\nabla \\\\cdot \\\\vec{\\\\mathbf{B}} & = 0 \\n\\\\end{eqnarray}\\n\""
]
},
{
"latex": [
"$$F(k) = \\int_{-\\infty}^{\\infty} f(x) e^{2\\pi i k} dx$$"
],
"metadata": {},
"output_type": "pyout",
"prompt_number": 12,
"text": [
"\"$$F(k) = \\\\int_{-\\\\infty}^{\\\\infty} f(x) e^{2\\\\pi i k} dx$$\""
]
}
],
"prompt_number": 12
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"IRuby.html ''"
],
"language": "python",
"metadata": {},
"outputs": [
{
"html": [
""
],
"metadata": {},
"output_type": "pyout",
"prompt_number": 13,
"text": [
"\"\""
]
}
],
"prompt_number": 13
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"ls Array"
],
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "stream",
"stream": "stdout",
"text": [
"\u001b[1m\u001b[1;34mArray.methods\u001b[0m\u001b[0m: [] try_convert\n",
"\u001b[1m\u001b[1;34mArray#methods\u001b[0m\u001b[0m: \n",
" & compact! flatten pack rotate to_a \n",
" * concat flatten! permutation rotate! to_ary \n",
" + count frozen? pop sample to_csv \n",
" - cycle hash pretty_print select to_gplot \n",
" << delete include? pretty_print_cycle select! to_gsplot\n",
" <=> delete_at index product shelljoin to_h \n",
" == delete_if insert push shift to_s \n",
" [] drop inspect rassoc shuffle transpose\n",
" []= drop_while join reject shuffle! uniq \n",
" assoc each keep_if reject! size uniq! \n",
" at each_index last repeated_combination slice unshift \n",
" bsearch empty? length repeated_permutation slice! values_at\n",
" clear eql? map replace sort zip \n",
" collect fetch map! reverse sort! | \n",
" collect! fill mean reverse! sort_by! \n",
" combination find_index median reverse_each take \n",
" compact first modes rindex take_while\n"
]
}
],
"prompt_number": 14
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"require 'gnuplot'\n",
"\n",
"Gnuplot::Plot.new do |plot| \n",
" plot.xrange '[-0.5:0.5]'\n",
" plot.title 'Example plot'\n",
" plot.ylabel 'x'\n",
" plot.xlabel 'sin(1/x)'\n",
" plot.samples 10000\n",
" plot.data << Gnuplot::DataSet.new('sin(1/x)') do |ds|\n",
" ds.with = 'lines'\n",
" ds.linewidth = 2\n",
" end\n",
"end"
],
"language": "python",
"metadata": {},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 15,
"svg": [
"\n",
"\n",
"\n",
"\n"
],
"text": [
"#]>"
]
}
],
"prompt_number": 15
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"require 'rubyvis'\n",
" \n",
"Rubyvis::Panel.new do \n",
" width 150\n",
" height 150\n",
" bar do\n",
" data [1, 1.2, 1.7, 1.5, 0.7, 0.3]\n",
" width 20\n",
" height {|d| d * 80}\n",
" bottom(0)\n",
" left {index * 25}\n",
" end\n",
"end"
],
"language": "python",
"metadata": {},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 16,
"svg": [
""
],
"text": [
"#, #, #, @_type=3, @fixed=nil>, #, #, @_type=3, @fixed=nil>], @defs={}, @child_index=0, @index=nil, @index_defined=false, @scale=nil, @scene=nil, @parent=#, @root=#, @seen={:left=>#, @_type=3, @fixed=nil>, :bottom=>#, :height=>#, @_type=3, @fixed=nil>, :width=>#, :data=>#, :fill_style=>#, @_type=3, @fixed=nil>, :line_width=>#, :events=>#, :antialias=>#, :visible=>#, :right=>#, :top=>#, :cursor=>#, :title=>#, :reverse=>#, :id=>#, :stroke_style=>#}, @types={1=>[], 2=>[#, #, #, #, #, #, #, #, #, #, #, #], 3=>[#, @_type=3, @fixed=nil>, #, @_type=3, @fixed=nil>, #, @_type=3, @fixed=nil>]}, @_data=#, @_required=[#], @binds=##, @_type=3, @fixed=nil>, :bottom=>#, :height=>#, @_type=3, @fixed=nil>, :width=>#, :data=>#, :fill_style=>#, @_type=3, @fixed=nil>, :line_width=>#, :events=>#, :antialias=>#, :visible=>#, :right=>#, :top=>#, :cursor=>#, :title=>#, :reverse=>#, :id=>#, :stroke_style=>#}, data=#, required=[#], optional=[#, #, #, #, #, #, #, #, #, #, #, #, #, @_type=3, @fixed=nil>, #, @_type=3, @fixed=nil>, #, @_type=3, @fixed=nil>]>>], @root=#, @_properties=[#, #], @defs={}, @child_index=-1, @index=nil, @index_defined=false, @scale=nil, @scene=), children: 0, data: >, @stack=[], @indexes=[], @seen={:height=>#, :width=>#, :overflow=>#, :fill_style=>#, :line_width=>#, :events=>#, :antialias=>#, :visible=>#, :data=>#, @_type=3, @fixed=nil>, :left=>#, :right=>#, :top=>#, :bottom=>#, :cursor=>#, :title=>#, :reverse=>#, :id=>#, :stroke_style=>#, :transform=>#, :canvas=>#}, @types={1=>[], 2=>[#, #, #, #, #, #, #, #, #, #, #, #, #, #, #, #, #, #], 3=>[]}, @_data=#, @_type=3, @fixed=nil>, @_required=[#], @binds=##, :width=>#, :overflow=>#, :fill_style=>#, :line_width=>#, :events=>#, :antialias=>#, :visible=>#, :data=>#, @_type=3, @fixed=nil>, :left=>#, :right=>#, :top=>#, :bottom=>#, :cursor=>#, :title=>#, :reverse=>#, :id=>#, :stroke_style=>#, :transform=>#, :canvas=>#}, data=#, @_type=3, @fixed=nil>, required=[#], optional=[#, #, #, #, #, #, #, #, #, #, #, #, #, #, #, #, #, #]>, @_canvas={0=> ... }>"
]
}
],
"prompt_number": 16
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"require 'gruff'\n",
"g = Gruff::Line.new\n",
"g.font = \"/Library/Fonts/Osaka.ttf\"\n",
"g.title = '\u30b0\u30e9\u30d5\u4f8b'\n",
"g.data '\u5927\u962a', [25, 36, 86, 39, 25, 31, 79, 88]\n",
"g.data '\u4eac\u90fd', [80, 54, 67, 54, 68, 70, 90, 95]\n",
"g.data '\u540d\u53e4\u5c4b', [22, 29, 35, 38, 36, 40, 46, 57]\n",
"g.data '\u6771\u4eac', [95, 95, 95, 90, 85, 80, 88, 100]\n",
"g.data '\u3055\u3044\u305f\u307e', [90, 34, 23, 12, 78, 89, 98, 88]\n",
"g.data '\u7fa4\u99ac', [5, 10, 13, 11, 6, 16, 22, 32]\n",
"g"
],
"language": "python",
"metadata": {},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
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{
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"require 'gnuplot'\n",
"Gnuplot::SPlot.new do |plot|\n",
" plot.title 'Spiral'\n",
" plot.nokey\n",
" plot.parametric\n",
" plot.hidden3d\n",
" plot.view '80,50'\n",
" plot.isosamples '60,15'\n",
" plot.xrange '[-8:8]'\n",
" plot.yrange '[-8:8]'\n",
" plot.zrange '[-8:8]'\n",
" plot.urange '[-2*pi:2*pi]'\n",
" plot.vrange '[-pi:pi]'\n",
" plot.data << Gnuplot::DataSet.new('cos(u)*(cos(v)+3), sin(u)*(cos(v)+3), sin(v)+u') do |ds|\n",
" ds.with = 'lines'\n",
" end\n",
"end"
],
"language": "python",
"metadata": {},
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{
"metadata": {},
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"prompt_number": 18,
"svg": [
"\n",
"\n",
"\n",
"\n"
],
"text": [
"#]>"
]
}
],
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{
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"input": [
"require 'nyaplot'\n",
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],
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{
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"text": [
"false"
]
}
],
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{
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"x=[];y=[];z=[]\n",
"-10.step(10, 0.5) do |i|\n",
" -10.step(10, 0.5) do |j|\n",
" x.push(i)\n",
" y.push(j)\n",
" z.push(Math.sin(Math.sqrt(i*i+j*j))/Math.sqrt(i*i+j*j))\n",
" end\n",
"end\n",
"z.map!{|val| next (val.nan? ? 0 : val)} #(0,0) will be -inf"
],
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]
}
],
"prompt_number": 20
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"plot = Nyaplot::Plot3D.new\n",
"plot.add(:wireframe, x, y, z)\n",
"plot.show"
],
"language": "python",
"metadata": {},
"outputs": [
{
"html": [
"\n",
"\n"
],
"metadata": {},
"output_type": "pyout",
"prompt_number": 21,
"text": [
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"plot = Nyaplot::Plot.new\n",
"plot.add(:bar, ['Persian', 'Maine Coon', 'American Shorthair'], [10,20,30])\n",
"plot.x_label(\"Species\")\n",
"plot.y_label(\"Number\")\n",
"plot.show"
],
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{
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"\n",
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],
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"x = []; y = []; theta = 0.6; a=1\n",
"while theta < 14*Math::PI do\n",
" x.push(a*Math::cos(theta)/theta)\n",
" y.push(a*Math::sin(theta)/theta)\n",
" theta += 0.1\n",
"end\n",
"plot1 = Nyaplot::Plot.new\n",
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"plot1.show"
],
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{
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