MathematicalText class

Mathematical text

Inheritance:MathematicalText → MathElementBase

The MathematicalText type exposes the following members:

Constructors

Constructor	Description
`__init__(self)`	Default constructor (create String.Empty Value)
`__init__(self, math_symbol)`	Create MathText with single symbol
`__init__(self, math_text)`	Create MathematicalText from text
`__init__(self, math_text, portion_format)`	Create MathematicalText from text and format settings

Properties

Property	Description
`value`	Text value
`format`	Text formatting properties

Methods

Method	Description
`join(self, math_element)`	Joins a mathematical element and forms a mathematical block
`join(self, math_text)`	Joins a mathematical text and forms a mathematical block
`divide(self, denominator)`	Creates a fraction with this numerator and specified denominator
`divide(self, denominator)`	Creates a fraction with this numerator and specified denominator
`divide(self, denominator, fraction_type)`	Creates a fraction of the specified type with this numerator and specified denominator
`divide(self, denominator, fraction_type)`	Creates a fraction of the specified type with this numerator and specified denominator
`enclose(self)`	Encloses a math element in parenthesis
`enclose(self, beginning_character, ending_character)`	Encloses a math element in specified characters such as parenthesis or another characters as framing
`function(self, function_argument)`	Takes a function of an argument using this instance as the function name
`function(self, function_argument)`	Takes a function of an argument using this instance as the function name
`as_argument_of_function(self, function_name)`	Takes specified function using this instance as the argument
`as_argument_of_function(self, function_name)`	Takes specified function using this instance as the argument
`as_argument_of_function(self, function_type)`	Takes specified function using this instance as the argument
`as_argument_of_function(self, function_type, additional_argument)`	Takes specified function using this instance as the argument and specified additional argument
`as_argument_of_function(self, function_type, additional_argument)`	Takes specified function using this instance as the argument and specified additional argument
`set_subscript(self, subscript)`	Creates subscript
`set_subscript(self, subscript)`	Creates subscript
`set_superscript(self, superscript)`	Creates superscript
`set_superscript(self, superscript)`	Creates superscript
`set_sub_superscript_on_the_right(self, subscript, superscript)`	Creates subscript and superscript on the right
`set_sub_superscript_on_the_right(self, subscript, superscript)`	Creates subscript and superscript on the right
`set_sub_superscript_on_the_left(self, subscript, superscript)`	Creates subscript and superscript on the left
`set_sub_superscript_on_the_left(self, subscript, superscript)`	Creates subscript and superscript on the left
`radical(self, degree)`	Specifies the mathematical root of the given degree from the specified argument.
`radical(self, degree)`	Specifies the mathematical root of the given degree from the specified argument.
`set_upper_limit(self, limit)`	Takes upper limit
`set_upper_limit(self, limit)`	Takes upper limit
`set_lower_limit(self, limit)`	Takes lower limit
`set_lower_limit(self, limit)`	Takes lower limit
`nary(self, type, lower_limit, upper_limit)`	Creates a N-ary operator
`nary(self, type, lower_limit, upper_limit)`	Creates a N-ary operator
`integral(self, integral_type, lower_limit, upper_limit, limit_locations)`	Takes the integral
`integral(self, integral_type, lower_limit, upper_limit)`	Takes the integral
`integral(self, integral_type)`	Takes the integral without limits
`integral(self, integral_type, lower_limit, upper_limit, limit_locations)`	Takes the integral
`integral(self, integral_type, lower_limit, upper_limit)`	Takes the integral
`group(self)`	Places this element in a group using a bottom curly bracket
`group(self, character, position, vertical_justification)`	Places this element in a group using a grouping character such as bottom curly bracket or another
`to_border_box(self)`	Places this element in a border-box
`to_border_box(self, hide_top, hide_bottom, hide_left, hide_right, strikethrough_horizontal, strikethrough_vertical, strikethrough_bottom_left_to_top_right, strikethrough_top_left_to_bottom_right)`	Places this element in a border-box
`to_math_array(self)`	Puts in a vertical array
`accent(self, accent_character)`	Sets an accent mark (a character on the top of this element)
`overbar(self)`	Sets a bar on the top of this element
`underbar(self)`	Sets a bar on the bottom of this element
`to_box(self)`	Places this element in a non-visual box (logical grouping) which is used to group components of an equation or other instance of mathematical text. A boxed object can (for example) serve as an operator emulator with or without an alignment point, serve as a line break point, or be grouped such as not to allow line breaks within.
`get_children(self)`

MathematicalText class

MathematicalText class

Constructors

Properties

Methods

See Also