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Samba also maintains a cache of recently used mangled file names. This is done to prevent problems related to reverse name mangling. Many DOS or Windows applications may attempt to create a UNIX file using a mangled name form during a rename operation. For example, text editors that open a file, rename the previous version using a BAK extension, and then rewrite the modified file with the original extension. You can specify the number of cached names using the mangled stack parameter. mangled stack = <integer> You can easily tailor different name mangling translations for each share using the parameters listed in Table 11.3. Example 11.9 demonstrates a UNIX-to-DOS 8.3 transformation with UNIX and Windows views of the same UNIX home directory. Table 11.3 Samba Name Mangling Parameters

Curves are sometimes defined parametrically, i.e., the x- and y-coordinates of points are defined as two independent functions of a third variable. Parametric curves, which are usually more complex in their behavior, can be viewed using ParametricPlot.

spans the tangent plane to the surface. In particular, the directions of the coordinate curves v2 const @r @r and v1 const are designated by dx1 dv and dx2 dv , respectively (see Fig. 10-3). @v1 1 @v2 2 The cross product dx1 x dx2 @r @r dv dv @v1 @v2 1 2

ParametricPlot[ { x[t], y[t] } , { t, tmin, tmax } ] plots the parametric curve x = x(t), y = y(t) over the interval tmin t tmax.

ParametricPlot[{{x1[t], y1[t]}, {x2[t], y2[t]}, ...}, {t, tmin, tmax}] plots several sets of parametric equations over tmin t tmax.

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@r @r is the area of a di erential coordinate is normal to the tangent plane at P, and its magnitude @v @v2 1 parallelogram.

ParametricPlot[{t3 2 t, t2 t}, {t, 2, 2}]

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6 5 4 3 2 1

x[t_] = Cos[t] Cos[100 t] Sin[t]; y[t_] = 2 Sin[t] Sin[100 t]; ParametricPlot[{x[t], y[t]},{t, 0, 2 o}]

Fig. 10-3

1.0 0.5

ContourPlot[equation, {x, xmin, xmax}, {y, ymin, ymax}] plots equation by treating it as a function in three-dimensional space, and generates a contour of the equation cutting through the plane where z equals zero.

Enable/Disable name mangling of non-DOS format UNIX names into DOS 8.3 form. Enable/Disable case mangling of characters not of the default case. Designate an alternative mangle character. Specify individual file name translations. Each translation pair is enclosed in parentheses. Example. (*.HTML *HTM). Multiple translation sets can be defined by separating each parentheses-enclosed pair by a blank. Designates whether file names are case sensitive. Set default file case to upper or lower. New files are created using case passed by client or default case. New DOS 8.3 format files are created using case passed by client or default case. Remove trailing period from UNIX file names with no extension.

ContourPlot[{equation1, equation2,...}, {x, xmin, xmax}, {y, ymin, ymax}] plots several implicitly defined curves.

(This is the usual geometric interpretation of the cross product abstracted to the di erential level.) This strongly suggests the following de nition: De nition.

By default, ContourPlot sets Axes False and Frame True. Additional options such as Dashing, Graylevel, Thickness, etc. determining the appearance of the graph may be included using ContourStyle.

EXAMPLE 26 Plot the equation x 2 y 2 = ( y + 1)2 (4 y 2 ) for 10 x 10, 2 y 2. (Conchoid of Nicomedes.)

Example 11.9 Mangled UNIX Directory Listing UNIX (deroest) ls -l -rw-------rwxr-x---rwx------rwxr-x--drwxr-xr-x drwx-----drwxr-xr-x -rw------drwx-----drwxr-xr-x drwx------rwxr-xr-x 1 1 1 1 2 2 5 1 2 4 2 1 deroest deroest deroest deroest deroest deroest deroest deroest deroest deroest deroest deroest user daemon daemon daemon daemon user daemon daemon user staff daemon daemon 1379 669 68 615 512 512 512 2210 512 512 512 716 Jan Sep Aug Sep Oct Mar Oct Apr Mar Mar Mar Oct 29 1998 .kshrc 17 1997 .login 14 1989 .logout 17 1997 .profile 20 20:43 .ssh 24 1997 News 30 1997 bin 30 13:59 dead.letter 24 1997 etc 24 1997 info 24 1997 mail 21 15:34 mbuf.sh

ContourPlot[x2 y2 (y + 1)2(4 y2), {x, 10, 10}, {y, 2, 2}, AspectRatio Automatic]

12

2 1 0 1 2 10 5 0 5 10

ContourPlot[x2 y2 (y + 1)2(4 y2), {x, 10, 10}, {y, 2, 2}, AspectRatio Automatic, Axes True, Frame False]

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