PRODUCTS
Products Overview
Mathematica
Mathematica Student Edition
Mathematica Home Edition
Wolfram
CDF Player
(free download)
Computable Document Format (CDF)
web
Mathematica
grid
Mathematica
Wolfram
Workbench
Wolfram
SystemModeler
Wolfram
Finance Platform
Mathematica
Add-Ons
Wolfram|Alpha Products
SOLUTIONS
Solutions Overview
Engineering
Aerospace Engineering & Defense
Chemical Engineering
Control Systems
Electrical Engineering
Image Processing
Industrial Engineering
Materials Science
Mechanical Engineering
Operations Research
Optics
Petroleum Engineering
Biotechnology & Medicine
Bioinformatics
Medical Imaging
Finance, Statistics & Business Analysis
Actuarial Sciences
Data Analysis & Mining
Econometrics
Economics
Financial Engineering & Mathematics
Financial Risk Management
Statistics
Software Engineering & Content Delivery
Authoring & Publishing
Interface Development
Software Engineering
Web Development
Science
Astronomy
Biological Sciences
Chemistry
Environmental Sciences
Geosciences
Social & Behavioral Sciences
Design, Arts & Entertainment
Game Design, Special Effects & Generative Art
Education
STEM Education Initiative
Higher Education
Community & Technical College Education
Primary & Secondary Education
Students
Technology
Computable Document Format (CDF)
High-Performance & Parallel Computing (HPC)
See Also: Technology Guide
PURCHASE
Online Store
Other Ways to Buy
Volume & Site Licensing
Contact Sales
Software
Service
Upgrades
Training
Books
Merchandise
SUPPORT
Support Overview
Mathematica
Documentation
Knowledge Base
Learning Center
Technical Services
Community & Forums
Training
Does My Site Have a License?
Wolfram User Portal
COMPANY
About Wolfram Research
News
Events
Wolfram Blog
Partnerships
Employment Opportunities
History of
Mathematica
Stephen Wolfram's Home Page
Contact Us
OUR SITES
All Sites
Wolfram|Alpha
Demonstrations Project
MathWorld
Integrator
Wolfram Functions Site
Mathematica Journal
Wolfram Media
Wolfram
Tones
Wolfram Science
Stephen Wolfram
THIS IS DOCUMENTATION FOR AN OBSOLETE PRODUCT.
SEE THE
DOCUMENTATION CENTER
FOR THE LATEST INFORMATION.
DOCUMENTATION CENTER SEARCH
New to
Mathematica
?
Find your learning path
»
Mathematica
>
Notebooks and Documents
>
Mathematical Typesetting
>
StandardForm
>
BUILT-IN MATHEMATICA SYMBOL
Forms of Input and Output
Reducing Expressions to Their Standard Form
The Interpretation of Textual Forms
The Representation of Textual Forms
Tutorials »
|
TraditionalForm
OutputForm
InputForm
Style
MakeExpression
ToBoxes
See Also »
|
Cell Menu
Tokens Related to the Cell Menu
Converting between Expressions & Strings
Graphics Directives
Mathematical Typesetting
More About »
StandardForm
StandardForm
[
expr
]
prints as the standard
Mathematica
two-dimensional representation of
expr
.
MORE INFORMATION
StandardForm
generates output that gives a unique and unambiguous representation of
Mathematica
expressions, suitable for use as input.
»
StandardForm
incorporates many aspects of traditional mathematical notation.
StandardForm
is the standard format type used for both input and output of
Mathematica
expressions in notebooks.
Graphics
and
Graphics3D
are displayed graphically in
StandardForm
.
StandardForm
can be edited in the notebook front end.
StandardForm
uses special characters as well as ordinary keyboard characters.
StandardForm
is based on boxes.
The notebook front end contains menu items for conversion to and from
StandardForm
.
EXAMPLES
CLOSE ALL
Basic Examples
(2)
StandardForm
is used by default for output:
StandardForm
for graphics:
StandardForm
is used by default for output:
In[1]:=
Out[1]=
In[2]:=
Out[2]//StandardForm=
StandardForm
for graphics:
In[1]:=
Out[1]=
In[2]:=
Out[2]=
Scope
(7)
Integer
,
Rational
,
Real
, and
Complex
numbers:
Arbitrary-precision
Real
and
Complex
numbers:
Special constants:
Characters and strings of characters:
Control characters for strings:
Different
Power
expressions:
Special typeset expressions:
Different list structures:
Some objects use a special output representation:
Compare with the underlying
FullForm
of the expression:
Some objects use an elided output representation:
The elided parts are visible using
InputForm
:
Properties & Relations
(5)
StandardForm
affects display but not evaluation:
Apply
StandardForm
to the evaluated integral:
StandardForm
is two-dimensional unambiguous formatting:
OutputForm
approximates
StandardForm
using keyboard characters:
TraditionalForm
is two-dimensional, but ambiguous formatting:
InputForm
and
FullForm
provide one-dimensional formatting:
Use
ToString
to generate a string in
StandardForm
:
The string includes two-dimensional markup:
Use
ToExpression
to convert back:
Use
ToBoxes
to get the box representation of an expression in
StandardForm
:
Use
ToExpression
to convert back:
Add formatting via
Format
:
Neat Examples
(1)
Nested roots:
Nested powers:
SEE ALSO
TraditionalForm
OutputForm
InputForm
Style
MakeExpression
ToBoxes
TUTORIALS
Forms of Input and Output
Reducing Expressions to Their Standard Form
The Interpretation of Textual Forms
The Representation of Textual Forms
MORE ABOUT
Cell Menu
Tokens Related to the Cell Menu
Converting between Expressions & Strings
Graphics Directives
Mathematical Typesetting
RELATED LINKS
NKS|Online
(
A New Kind of Science
)
New in 3 | Last modified in 6