Updated the Mathematica symbol documentation for version 11

Author: halirutan

docResources/de/halirutan/mathematica/documentation/usages/System/ChebyshevDistance.html

@@ -8,4 +8,4 @@ <h3><a href="http://reference.wolfram.com/mathematica/ref/ChebyshevDistance.html
 <ul>
     <li>ChebyshevDistance[<em>u</em>,<em>v</em>] gives the Chebyshev or sup norm distance between vectors <em>u</em> and
         <em>v</em>.
-</ul><p><b>Attributes:</b> Protected</p><p><b>Symbol has no options.</b></p>
+</ul><p><b>Attributes:</b>Protected</p><p><b>Symbol has no options.</b></p>

docResources/de/halirutan/mathematica/documentation/usages/System/DateObject.html

@@ -12,5 +12,11 @@ <h3><a href="http://reference.wolfram.com/mathematica/ref/DateObject.html">DateO
     <li>DateObject[{<em>y</em>,<em>m</em>,<em>d</em>,<em>h</em>,<em>m</em>,<em>s</em>}] represents a date object of
         standard normalized form.
     <li>DateObject["string"] converts a date string to a date object.
-</ul><p><b>Attributes:</b>NHoldAll, Protected, ReadProtected</p><p><b>Options: </b>TimeZone, CalendarType, DateFormat
+    <li>DateObject[{"string",{<em>e</em><sub>1</sub>,<em>e</em><sub>2</sub>,
+        <math>
+            <ms>&#8230;</ms>
+        </math>
+        }}] gives the date object obtained by extracting elements "<em>e</em><sub><em>i</em></sub>" from
+        "<em>string</em>".
+</ul><p><b>Attributes:</b>NHoldAll, Protected, ReadProtected</p><p><b>Options: </b>CalendarType, DateFormat, TimeZone
 </p>

docResources/de/halirutan/mathematica/documentation/usages/System/GeoDirection.html

@@ -7,9 +7,8 @@
 <h3><a href="http://reference.wolfram.com/mathematica/ref/GeoDirection.html">GeoDirection</a></h3>
 <ul>
     <li>
-        GeoDirection[{<em>lat</em><sub>1</sub>,<em>long</em><sub>1</sub>},{<em>lat</em><sub>2</sub>,<em>long</em><sub>2</sub>}]
+        GeoDirection[{<em>lat</em><sub>1</sub>,<em>lon</em><sub>1</sub>},{<em>lat</em><sub>2</sub>,<em>lon</em><sub>2</sub>}]
         gives the azimuthal direction from one latitude-longitude position on the Earth to another.
-    <li>GeoDirection[<em>pos</em><sub>1</sub>,<em>pos</em><sub>2</sub>] gives the azimuthal direction between positions
-        specified by position objects.
-</ul><p><b>Attributes:</b> Protected, ReadProtected</p><p><b>Options: </b>Method, InverseMaxIterations, InverseVerbose
-</p>
+    <li>GeoDirection[<em>loc</em><sub>1</sub>,<em>loc</em><sub>2</sub>] gives the azimuthal direction between locations
+        specified by position objects or geographic entities.
+</ul><p><b>Attributes:</b>Protected, ReadProtected</p><p><b>Symbol has no options.</b></p>

docResources/de/halirutan/mathematica/documentation/usages/System/GeodesicOpening.html

@@ -14,4 +14,4 @@ <h3><a href="http://reference.wolfram.com/mathematica/ref/GeodesicOpening.html">
             <ms>&#8230;</ms>
         </math>
         ] applies geodesic opening to an array of data.
-</ul><p><b>Attributes:</b> HoldRest, Protected, ReadProtected</p><p><b>Symbol has no options.</b></p>
+</ul><p><b>Attributes:</b>Protected, ReadProtected</p><p><b>Symbol has no options.</b></p>

docResources/de/halirutan/mathematica/documentation/usages/System/ParametricPlot3D.html

@@ -23,13 +23,23 @@ <h3><a href="http://reference.wolfram.com/mathematica/ref/ParametricPlot3D.html"
             <ms>&#8230;</ms>
         </math>
         ] plots several objects together.
-</ul><p><b>Attributes:</b> HoldAll, Protected, ReadProtected</p><p><b>Options: </b>AlignmentPoint, AspectRatio,
+    <li>ParametricPlot3D[
+        <math>
+            <ms>&#8230;</ms>
+        </math>
+        ,{<em>u</em>,<em>v</em>}
+        <math>
+            <ms>&#8712;</ms>
+        </math>
+        <em>reg</em>] takes parameters {<em>u</em>,<em>v</em>} to be in the geometric region <em>reg</em>.
+</ul><p><b>Attributes:</b>HoldAll, Protected, ReadProtected</p><p><b>Options: </b>AlignmentPoint, AspectRatio,
     AutomaticImageSize, Axes, AxesEdge, AxesLabel, AxesOrigin, AxesStyle, Background, BaselinePosition, BaseStyle,
-    BoundaryStyle, Boxed, BoxRatios, BoxStyle, ColorFunction, ColorFunctionScaling, ColorOutput, ContentSelectable,
-    ControllerLinking, ControllerMethod, ControllerPath, CoordinatesToolOptions, DisplayFunction, Epilog, Evaluated,
-    EvaluationMonitor, Exclusions, ExclusionsStyle, FaceGrids, FaceGridsStyle, FormatType, ImageMargins, ImagePadding,
-    ImageSize, ImageSizeRaw, LabelStyle, Lighting, MaxRecursion, Mesh, MeshFunctions, MeshShading, MeshStyle, Method,
-    NormalsFunction, PerformanceGoal, PlotLabel, PlotLegends, PlotPoints, PlotRange, PlotRangePadding, PlotRegion,
-    PlotStyle, PreserveImageOptions, Prolog, RegionFunction, RotationAction, SphericalRegion, TextureCoordinateFunction,
-    TextureCoordinateScaling, Ticks, TicksStyle, TouchscreenAutoZoom, ViewAngle, ViewCenter, ViewMatrix, ViewPoint,
-    ViewRange, ViewVector, ViewVertical, WorkingPrecision</p>
+    BoundaryStyle, Boxed, BoxRatios, BoxStyle, ClipPlanes, ClipPlanesStyle, ColorFunction, ColorFunctionScaling,
+    ColorOutput, ContentSelectable, ControllerLinking, ControllerMethod, ControllerPath, CoordinatesToolOptions,
+    DisplayFunction, Epilog, Evaluated, EvaluationMonitor, Exclusions, ExclusionsStyle, FaceGrids, FaceGridsStyle,
+    FormatType, ImageMargins, ImagePadding, ImageSize, ImageSizeRaw, LabelStyle, Lighting, MaxRecursion, Mesh,
+    MeshFunctions, MeshShading, MeshStyle, Method, NormalsFunction, PerformanceGoal, PlotLabel, PlotLegends, PlotPoints,
+    PlotRange, PlotRangePadding, PlotRegion, PlotStyle, PlotTheme, PreserveImageOptions, Prolog, RegionFunction,
+    RotationAction, SphericalRegion, TargetUnits, TextureCoordinateFunction, TextureCoordinateScaling, Ticks,
+    TicksStyle, TouchscreenAutoZoom, ViewAngle, ViewCenter, ViewMatrix, ViewPoint, ViewRange, ViewVector, ViewVertical,
+    WorkingPrecision</p>

docResources/de/halirutan/mathematica/documentation/usages/System/SpheroidalQSPrime.html

@@ -16,4 +16,4 @@ <h3><a href="http://reference.wolfram.com/mathematica/ref/SpheroidalQSPrime.html
             <ms>&#947;</ms>
         </math>
         ,<em>z</em>) of the second kind.
-</ul><p><b>Attributes:</b> Listable, NumericFunction, Protected, ReadProtected</p><p><b>Symbol has no options.</b></p>
+</ul><p><b>Attributes:</b>Listable, NumericFunction, Protected, ReadProtected</p><p><b>Symbol has no options.</b></p>

docResources/de/halirutan/mathematica/documentation/usages/System/WalleniusHypergeometricDistribution.html

@@ -10,4 +10,4 @@ <h3><a href="http://reference.wolfram.com/mathematica/ref/WalleniusHypergeometri
     <li>
         WalleniusHypergeometricDistribution[<em>n</em>,<em>n</em><sub><em>succ</em></sub>,<em>n</em><sub><em>tot</em></sub>,<em>w</em>]
         represents a Wallenius noncentral hypergeometric distribution.
-</ul><p><b>Attributes:</b> NHoldAll, Protected, ReadProtected</p><p><b>Symbol has no options.</b></p>
+</ul><p><b>Attributes:</b>Protected, ReadProtected</p><p><b>Symbol has no options.</b></p>