API Provider : https://tetragy.com/
API Endpoint : https://route.tetragy.com/index.php?id=192844&cmd=prime&arg0=113
API Homepage : Caascade Remote Computation API
Primary Category : Math
Secondary Categories: Education
Protocol / Formats : HTTP, JSON
Related to? : Wolfram | Alpha
Advantages over Wolfram | Alpha include:
2) Clients may request custom operations
3) Caascade includes end-user authentication
4) Personal technical support.
A) Fewer supported operations
B) Currently in beta
C) No natural language processing.
SSL Support : Yes
Authentication : ModeOther/Custom
API Usage and Limitations
☰ Two-Factor Authentication ✔
☰ Real-time statistics ✔
☰ FIFO compute priority ✔
☰ Technical support ✔
☰ Custom widgets ✔
☰ PDF output ✔
☰ Drupal module ✔
☰ Wordpress plugin ✔
☰ Github repository ✔
☰ TeX output ✔
☰ Control panel ✔
☰ Share points ✔
☰ Computation request 1 pt
☰ Rate Limiting1
☰ Free sign-up bonus +250 pts
☰ Free monthly points +250 pts
The free user API has a 5 seconds between operations delay
and requires 1 point for each operations which limits the number of
free operations to 250/month.
API on site settings
Depending on the type of message parsing the output returned
from the API site can be set in 3 different formats :
Operations and functions (I)
Some of the operations are already implemented by the
programs and there is no reason to call an API for them.
The operations are divided by an informal ranking based on
difficulty of implementation and knowledge required.
Are the Mathematical operations that can be easily done by in
the code by using defined operations or functions. Instead of using an
API these operations can be resolved in the html code.
The Mathematical operations that are not always defined in
the libraries but can be easily implemented by the user.
Operations and functions (II)
The Mathematical operations that are rarely defined in the
libraries and not that easy to implement by the common user.
The Mathematical operations and functions that are resolved
by using specialized programs and for implementation in the program
the user needs a moderate knowledge of mathematics.
The implementations of these functions into a program is very
difficult and requires advanced knowledge of mathematics.