Rotation Matrix (2D) (Q123): Difference between revisions

@@ label / de / label / de @@
+Rotationsmatrix (2D)
@@ description / en / description / en @@
+A matrix that is used to calculate 2D rotation
@@ description / de / description / de @@
+Eine Matrix, die 2D Rotation abbilded
@@ Property / depends on @@
-Transformation Matrices
@@ Property / depends on: Transformation Matrices / rank @@
-Normal rank
@@ Property / depends on / Property / depends on @@
-Matrices
+Transformation Matrices
@@ Property / interested in @@
-Testing
@@ Property / interested in: Testing / rank @@
-Normal rank
@@ Property / interested in: Testing / qualifier @@
-on date: 18 November 2024Timestamp +2024-11-18T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
Before 0
After 0
-Timestamp
++2024-11-18T00:00:00Z
-Timezone
++00:00
-Calendar
+Gregorian
-Precision
+day
 Before
 After
@@ Property / interested in @@
-Structuring code for complex projects
@@ Property / interested in: Structuring code for complex projects / rank @@
-Normal rank
@@ Property / interested in: Structuring code for complex projects / qualifier @@
-on date: 18 November 2024Timestamp +2024-11-18T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
Before 0
After 0
-Timestamp
++2024-11-18T00:00:00Z
-Timezone
++00:00
-Calendar
+Gregorian
-Precision
+day
 Before
 After
@@ Property / interested in @@
-Quality indicators of code
@@ Property / interested in: Quality indicators of code / rank @@
-Normal rank
@@ Property / interested in: Quality indicators of code / qualifier @@
-on date: 18 November 2024Timestamp +2024-11-18T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
Before 0
After 0
-Timestamp
++2024-11-18T00:00:00Z
-Timezone
++00:00
-Calendar
+Gregorian
-Precision
+day
 Before
 After
@@ Property / interested in @@
-Automated Testing
@@ Property / interested in: Automated Testing / rank @@
-Normal rank
@@ Property / interested in: Automated Testing / qualifier @@
-on date: 18 November 2024Timestamp +2024-11-18T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
Before 0
After 0
-Timestamp
++2024-11-18T00:00:00Z
-Timezone
++00:00
-Calendar
+Gregorian
-Precision
+day
 Before
 After
@@ Property / interested in @@
-Linters
@@ Property / interested in: Linters / rank @@
-Normal rank
@@ Property / interested in: Linters / qualifier @@
-on date: 18 November 2024Timestamp +2024-11-18T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
Before 0
After 0
-Timestamp
++2024-11-18T00:00:00Z
-Timezone
++00:00
-Calendar
+Gregorian
-Precision
+day
 Before
 After
@@ Property / interested in @@
-React
@@ Property / interested in: React / rank @@
-Normal rank
@@ Property / interested in: React / qualifier @@
-on date: 18 November 2024Timestamp +2024-11-18T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
Before 0
After 0
-Timestamp
++2024-11-18T00:00:00Z
-Timezone
++00:00
-Calendar
+Gregorian
-Precision
+day
 Before
 After
@@ Property / interested in @@
-Vite
@@ Property / interested in: Vite / rank @@
-Normal rank
@@ Property / interested in: Vite / qualifier @@
-on date: 18 November 2024Timestamp +2024-11-18T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
Before 0
After 0
-Timestamp
++2024-11-18T00:00:00Z
-Timezone
++00:00
-Calendar
+Gregorian
-Precision
+day
 Before
 After
@@ Property / interested in @@
-git
@@ Property / interested in: git / rank @@
-Normal rank
@@ Property / interested in: git / qualifier @@
-on date: 18 November 2024Timestamp +2024-11-18T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
Before 0
After 0
-Timestamp
++2024-11-18T00:00:00Z
-Timezone
++00:00
-Calendar
+Gregorian
-Precision
+day
 Before
 After
@@ Property / depends on @@
+Rotation (2D)
@@ Property / depends on: Rotation (2D) / rank @@
+Normal rank

Latest revision as of 10:31, 14 March 2025

A matrix that is used to calculate 2D rotation

Language	Label	Description	Also known as
English	Rotation Matrix (2D)	A matrix that is used to calculate 2D rotation

Statements

subclass of (deprecated)

2D Vector Graphics

0 references

depends on

Transformation Matrices

0 references

Rotation (2D)

0 references

Item

Rotation Matrix (2D) (Q123): Difference between revisions

Latest revision as of 10:31, 14 March 2025

Statements