IMathSubscriptElement

IMathSubscriptElement class

Specifies the subscript object, which consists of a base
and a reduced-size subscript placed below and to the right.

The IMathSubscriptElement type exposes the following members:

Properties

NameDescription
baseBase argument
subscriptSubscript
as_i_math_elementAllows to get base IMathElement interface
IMathElement

Methods

NameDescription
join(math_element)Joins a mathematical element and forms a mathematical block
join(math_text)Joins a mathematical text and forms a mathematical block
divide(denominator)Creates a fraction with this numerator and specified denominator
divide(denominator)Creates a fraction with this numerator and specified denominator
divide(denominator, fraction_type)Creates a fraction of the specified type with this numerator and specified denominator
divide(denominator, fraction_type)Creates a fraction of the specified type with this numerator and specified denominator
enclose()Encloses a math element in parenthesis
enclose(beginning_character, ending_character)Encloses this element in specified characters such as parenthesis or another characters as framing
function(function_argument)Takes a function of an argument using this instance as the function name
function(function_argument)Takes a function of an argument using this instance as the function name
as_argument_of_function(function_name)Takes specified function using this instance as the argument
as_argument_of_function(function_name)Takes specified function using this instance as the argument
as_argument_of_function(function_type)Takes specified function using this instance as the argument
as_argument_of_function(function_type, additional_argument)Takes specified function using this instance as the argument and specified additional argument
as_argument_of_function(function_type, additional_argument)Takes specified function using this instance as the argument and specified additional argument
set_subscript(subscript)Creates subscript
set_subscript(subscript)Creates subscript
set_superscript(superscript)Creates superscript
set_superscript(superscript)Creates superscript
set_sub_superscript_on_the_right(subscript, superscript)Creates subscript and superscript on the right
set_sub_superscript_on_the_right(subscript, superscript)Creates subscript and superscript on the right
set_sub_superscript_on_the_left(subscript, superscript)Creates subscript and superscript on the left
set_sub_superscript_on_the_left(subscript, superscript)Creates subscript and superscript on the left
radical(degree)Specifies the mathematical root of the given degree from the specified argument.
radical(degree)Specifies the mathematical root of the given degree from the specified argument.
set_upper_limit(limit)Takes upper limit
set_upper_limit(limit)Takes upper limit
set_lower_limit(limit)Takes lower limit
set_lower_limit(limit)Takes lower limit
nary(type, lower_limit, upper_limit)Creates a N-ary operator
nary(type, lower_limit, upper_limit)Creates a N-ary operator
integral(integral_type, lower_limit, upper_limit, limit_locations)Takes the integral
integral(integral_type, lower_limit, upper_limit)Takes the integral
integral(integral_type)Takes the integral
integral(integral_type, lower_limit, upper_limit, limit_locations)Takes the integral
integral(integral_type, lower_limit, upper_limit)Takes the integral
group()Places this element in a group using a bottom curly bracket
group(character, position, vertical_justification)Places this element in a group using a grouping character such as bottom curly bracket or another
to_border_box()Places this element in a border-box
to_border_box(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
get_children()Get children elements
to_math_array()Puts in a vertical array
accent(accent_character)Sets an accent mark (a character on the top of this element)
overbar()Sets a bar on the top of this element
underbar()Sets a bar on the bottom of this element
to_box()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.

See Also