Summary. This note demonstrates how admonitions look like in the output format html.
Key options when compiling this document were
--html_style=blueish --html_admon=lyx --html_box_shadow
Here is the warning admon:
![]() |
Division by zero is illegal! |
---|---|
Most math systems will give fatal errors if you divide by zero. Terminal> python -c 'print 4/0'
Traceback (most recent call last):
File "<string>", line 1, in <module>
ZeroDivisionError: integer division or modulo by zero
You should therefore be very careful with all expressions that may result
in division by zero. In Python, you can use a |
Question admon (without title).
![]() |
Question |
---|---|
What are the admon options for |
Summary admon:
![]() |
Summary |
---|---|
The most popular methods for solving algebraic equations $$ f(x) = 0 $$are
Of these, Newton's method is fastest, the Bisection method is the most reliable, the Secant method is a simplified Newton method, and the Fixed-Point method is obviously very problem dependent in its behavior since the user has the define the \( g \) function. |
Here is a notice admon:
![]() |
Tip: follow well-established conventions for variable names! |
---|---|
For example, in Python, variable and function names use
lower case letters separated by underscore, as in
|
The four main admons are warning, notice, question, and summary, but you may introduce other boxes by utilizing the title, as explained below.
![]() |
The title of the box is fully customizable |
---|---|
This means that if you want different types of boxes, e.g. a detour box and a tip box, you can just open introduce the convention that detour applies the summary box and starts with 'Detour:' in the title, while the notice box is used for tip boxes and as a title starting with 'Tip:'. |
DocOnce features a block
environment with or without title.
Blocks are often used in slides to frame a collection of things. |
Block with title | |
---|---|
Blocks can contain text, math, code, figures, movies. |
Here is a quote environment (quote
):
Sayre's law states that "in any dispute the intensity of feeling is inversely proportional to the value of the issues at stake."
By way of corollary, it adds:
"That is why academic politics are so bitter."
Source: wikipedia
Boxes are very simple frames (without any icons, background color, or stash, except for a shadow) used for important results like
The world most famous equation:
$$ E = mc^2 $$