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This is useful when multiple users are sharing access to a file share By specifying a UNIX user name and group name as values to the force user and force group parameters, you can ensure that all file operations on the service will be performed using the named user and group for permissions checking and assignment: force user = <user name> force group = <group name> As of Samba 205, the force group parameter allows a "+" character to be added as a prefix to the group name value What this means is that a connecting user only operates under the specified effective group if it is already listed as a member of that group in the /etc/groups file (Example 117) All other users will operate under their own default primary UNIX groups Example 117 20.

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The fundamental theorem of algebra states that in the eld of complex numbers every polynomial equation has at least one root As a consequence of this theorem, it can be proved that every nth degree polynomial has n roots in the complex eld When complex numbers are admitted, the polynomial theoretically may be expressed as the product of n linear factors; with our restriction to real numbers, it is possible that 2k of the roots may be complex In this case, the k factors generating them will be quadratic (The corresponding roots are in complex conjugate pairs) The polynomial x3 5x2 11x 15 x 3 x2 2x 5 illustrates this thought 2 Algebraic functions are functions y f x satisfying an equation of the form p0 x yn p1 x yn 1 pn 1 x y pn x 0 2 where p0 x ; .

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Thickness[r] specifies that the graph is to be drawn with a thickness r. The thickness r is given as a fraction of the total width of the graph. The default value for two-dimensional graphs is 0.004. For convenience, r can be replaced with one of the following: Tiny, Small, Medium, or Large. These yield thicknesses independent of the width of the graph. AbsoluteThickness[d] specifies that the graph is to be drawn with absolute thickness d. The 1 of an inch. absolute thickness is measured in units of printer s points, equal to 72

Plot[{x2, 2 x2, 3 x2}, {x, 3, 3}, PlotStyle {Thickness[.005], Thickness[.01], Thickness[.02]}]

5 Force Group Enhancement force group = +sys Power users that require full administrative privileges for a share are designated with the admin users parameter This basically gives these users root privileges when operating on files and directories within the share admin users = <user list>.

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; pn x are polynomials in x If the function can be expressed as the quotient of two polynomials, ie, P x =Q x where P x and Q x are polynomials, it is called a rational algebraic function; otherwise it is an irrational algebraic function 3 Transcendental functions are functions which are not algebraic, ie, they do not satisfy equations of the form (2)..

Hue[hue] is a color specification. As hue varies from 0 to 1, the corresponding color runs through red, yellow, green, cyan, blue, magenta, and back to red again.

Hue[hue, saturation, brightness]specifies colors in terms of hue, saturation, and brightness levels. The values of saturation and brightness must be between 0 and 1. Hue[hue, saturation, brightness, opacity]specifies colors in terms of hue, saturation, brightness, and opacity levels. The values of saturation, brightness, and opacity must be between 0 and 1. (An opacity of 0 represents perfect transparency.) RGBColor[red,green,blue] specifies the mixture of red, green, and blue to produce a certain color. The values of red, green, and blue must be between 0 and 1. RGBColor[1, 0, 0] produces a pure red display, RGBColor[0, 1, 0] produces green, and RGBColor[0, 0, 1] produces blue. RGBColor[red, green, blue, opacity] is similar to RGBColor [red, green, blue] The . values of red, green, blue, and opacity must be between 0 and 1. (An opacity of 0 represents perfect transparency.) CMYKColor[cyan, magenta, yellow, black]specifies the mixture of cyan, magenta, yellow, and black to produce a certain color. The values of cyan, magenta, yellow, and black must be between 0 and 1. CMYKColor is useful when printing colored graphs on paper. CMYKColor[cyan, magenta, yellow, black, opacity] is similar to CMYKColor[cyan, magenta, yellow, black] The values of cyan, magenta, yellow, black, and opacity must be between 0 and 1. (An . opacity of 0 represents perfect transparency.)

Certain colors can be mentioned by name. Available choices are:

Note the analogy with real numbers, polynomials corresponding to integers, rational functions to rational numbers, and so on.

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