mathematica graphs and shit

gistfile1.txt

Clear[a, b, c, x]
data = {{1, 0.679}, {5, 0.684}, {10, 0.642}, {20, 0.635}, {40, 
    0.622}, {80, 0.614}, {200, 0.611}, {500, 0.605}, {1000, 
    0.598}, {5000, 0.604}, {10000, 0.605}};
range = {{0, 6000}, {0.55, 0.66}};
v2 = ListPlot[data, PlotRange -> range];
Fit[data, {1, Log[x]}, x]
dotandfit = Plot[%, {x, 0, 10000}, PlotRange -> range];
v1 = Plot[0.6, {x, 0, 10000}, PlotStyle -> {Red}];
Show[v2, dotandfit];
Show[%, v1, AxesLabel -> "V1(Red) and V2(Blue)" ]
(*Function[x,x[[1]]]/@data*)


0.669033 - 0.00900426 Log[x]

\!\(\*
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AspectRatio->0.6180339887498948,
Axes->True,
AxesLabel->FormBox["\"V1(Red) and V2(Blue)\"", TraditionalForm],
AxesOrigin->{0, 0.55},
ImageSize->{715.41796875, 408.89753433559304`},
Method->{},
PlotRange->{{0, 6000}, {0.55, 0.66}},
PlotRangeClipping->True,
PlotRangePadding->{Automatic, Automatic}]\)





(*gridgen,gridmerge,time*)
v4 = {{10, 100, 1.493}, {20, 100, 
   1.15}, {40, 100, 0.91}, {80, 150, 0.772}, {150, 150, 0.73}, {300, 
   150, 0.67}, {1000, 150, 0.64}, {1000, 50, 0.67}, {500, 25, 
   0.831}, {500, 20, 1.576}, {100, 200, 0.89}, {1000, 20, 
   1.057}, {250, 40, 1.230}, {300, 30, 1.180}, {1500, 150, 
   0.707}, {1500, 75, 0.781}, {1800, 175, 0.766}}
ListPlot3D[v4, AxesLabel -> {"gridgen", "gridmerge", "time"}, 
 Mesh -> Automatic, MeshStyle -> Directive[GrayLevel[0], Dashed], 
 ColorFunction -> "BlueGreenYellow", 
 PlotRange -> {{0, 2000}, {0, 210}, {0.5, 2}}, 
 ColorFunctionScaling -> False, 
 PlotLabel -> "V4 Cutoff Characteristics"]

{{10, 100, 1.493}, {20, 100, 1.15}, {40, 100, 0.91}, {80, 150, 
  0.772}, {150, 150, 0.73}, {300, 150, 0.67}, {1000, 150, 
  0.64}, {1000, 50, 0.67}, {500, 25, 0.831}, {500, 20, 1.576}, {100, 
  200, 0.89}, {1000, 20, 1.057}, {250, 40, 1.23}, {300, 30, 
  1.18}, {1500, 150, 0.707}, {1500, 75, 0.781}, {1800, 175, 0.766}}

\!\(\*
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"]],
AspectRatio->0.6433841604643487,
Axes->True,
AxesLabel->{
FormBox["\"gridgen\"", TraditionalForm], 
FormBox["\"gridmerge\"", TraditionalForm], 
FormBox["\"time\"", TraditionalForm]},
BoxRatios->{1, 1, 0.4},
ImageSize->{793.2744821105474, 668.0121210569029},
Lighting->"Neutral",
Method->{"RotationControl" -> "Globe"},
PlotLabel->FormBox["\"V4 Cutoff Characteristics\"", TraditionalForm],
PlotRange->{{0, 2000}, {0, 210}, {0.5, 2}},
PlotRangePadding->{Automatic, Automatic, Automatic},
ViewPoint->{2.117523966393116, 1.5933856416034633`, 2.104094686292126},
ViewVertical->{0., 0., 1.}]\)

Clear[v1, v2, v3, v4];
v1 = {{1, 0.678}, {50, 0.848}, {200, 1.342}, {1000, 2}, {5000, 34}};
v2 = {{1, 0.695}, {50, 0.836}, {200, 1.191}, {1000, 3.099}, {5000, 
    24}};
v3 = {{1, 0.7}, {50, 0.706}, {200, 0.707}, {1000, 0.713}, {5000, 
    0.72}};
v4 = {{1, 0.73}, {50, 0.748}, {200, 0.75}, {1000, 0.811}, {5000, 
    0.75}};
range = {{0, 2000}, {0, 15}};
range2 = {{0, 2000}, {0, 15}};

pv1 = ListPlot[v1, PlotRange -> range];
fv1 = Fit[v1, {1, x}, x];
fv1 = Plot[fv1, {x, 0, 5000}, PlotRange -> range];
pv1 = Show[fv1, pv1, PlotRange -> range];

pv2 = ListPlot[v2, PlotStyle -> Red, PlotRange -> range2];
fv2 = Fit[v2, {1, x}, x];
fv2 = Plot[fv2, {x, 0, 5000}, PlotStyle -> Red, PlotRange -> range2];
pv2 = Show[fv2, pv2, PlotRange -> range2];

pv3 = ListPlot[v3, PlotRange -> range, PlotRange -> range];
fv3 = Fit[v3, {1, x}, x];
fv3 = Plot[fv3, {x, 0, 5000}, PlotStyle -> Purple, PlotRange -> range];
pv3 = Show[fv3, pv3, PlotRange -> range];


pv4 = ListPlot[v4, PlotRange -> range2];
fv4 = Fit[v4, {1, x}, x];
fv4 = Plot[fv4, {x, 0, 5000}, PlotRange -> range2];
pv4 = Show[fv4, pv4, PlotRange -> range2];

Show[pv1, pv3, PlotLabel -> "V1(blue) and V3(purple)", 
 AxesLabel -> {"Queries", "Time(sec)"}]
Show[pv2, pv4, PlotLabel -> "V2(red) and V4(blue)", 
 AxesLabel -> {"Queries", "Time(sec)"}]

\!\(\*
GraphicsBox[{{{{}, {}, 
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"]]}}, {{}, {{}, 
{RGBColor[0.24720000000000014`, 0.24, 0.6], 
        PointBox[{{1., 0.678}, {50., 0.848}, {200., 1.342}, {1000., 
         2.}, {5000., 34.}}]}, {}}, {}}}, {{{}, {}, 
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{RGBColor[0.24720000000000014`, 0.24, 0.6], 
        PointBox[{{1., 0.7}, {50., 0.706}, {200., 0.707}, {1000., 
         0.713}, {5000., 0.72}}]}, {}}, {}}}},
AspectRatio->0.6180339887498948,
Axes->True,
AxesLabel->{
FormBox["\"Queries\"", TraditionalForm], 
FormBox["\"Time(sec)\"", TraditionalForm]},
AxesOrigin->{0, 0},
ImageSize->{577.953125, Automatic},
Method->{},
PlotLabel->FormBox["\"V1(blue) and V3(purple)\"", TraditionalForm],
PlotRange->{{0, 2000}, {0, 15}},
PlotRangeClipping->True,
PlotRangePadding->{Automatic, Automatic}]\)

\!\(\*
GraphicsBox[{{{{}, {}, 
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        PointBox[{{1., 0.695}, {50., 0.836}, {200., 1.191}, {1000., 
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{RGBColor[0.24720000000000014`, 0.24, 0.6], 
        PointBox[{{1., 0.73}, {50., 0.748}, {200., 0.75}, {1000., 
         0.811}, {5000., 0.75}}]}, {}}, {}}}},
AspectRatio->0.6180339887498948,
Axes->True,
AxesLabel->{
FormBox["\"Queries\"", TraditionalForm], 
FormBox["\"Time(sec)\"", TraditionalForm]},
AxesOrigin->{0, 0},
ImageSize->{611.890625, Automatic},
Method->{},
PlotLabel->FormBox["\"V2(red) and V4(blue)\"", TraditionalForm],
PlotRange->{{0, 2000}, {0, 15}},
PlotRangeClipping->True,
PlotRangePadding->{Automatic, Automatic}]\)

v4 = {{2, 0.72}, {10, 0.735}, {50, 0.76}, {100, 0.793}, {500, 
    2.4}, {1000, 3.806}};
v5 = {{2, 0.775}, {10, 0.756}, {50, 0.69}, {100, 0.72}, {500, 
    0.825}, {1000, 0.7}};
range = {{0, 1100}, {0, 4}};

pv4 = ListPlot[v4, PlotRange -> range];
fv4 = Fit[v4, {1, x}, x];
fv4 = Plot[fv4, {x, 0, 1100}, PlotRange -> range];
pv4 = Show[fv4, pv4, PlotRange -> range];

pv5 = ListPlot[v5, PlotRange -> range, PlotStyle -> Red];
fv5 = Fit[v5, {1, x}, x];
fv5 = Plot[fv5, {x, 0, 1100}, PlotRange -> range, PlotStyle -> Red];
pv5 = Show[fv5, pv5, PlotRange -> range];

Show[pv4, pv5, PlotLabel -> "V4(Blue) and V5(Red)" , 
 AxesLabel -> {"Grid size", "Time"}]



\!\(\*
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AspectRatio->0.6180339887498948,
Axes->True,
AxesLabel->{
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FormBox["\"Time\"", TraditionalForm]},
AxesOrigin->{0, 0},
ImageSize->{652.16015625, 420.5282829023381},
Method->{},
PlotLabel->FormBox["\"V4(Blue) and V5(Red)\"", TraditionalForm],
PlotRange->{{0, 1100}, {0, 4}},
PlotRangeClipping->True,
PlotRangePadding->{Automatic, Automatic}]\)