Precise calculation of gamma coefficient

#reliable

Scenario: The preciseness of the gamma-coefficient calculation is four digits after the decimal point.

Background: The (hypothetical) Gamma coefficient is an important variable for calculating energy efficiency of the machines we produce. Standard mathematical libraries do not support this coefficient,

Our system calculates this Gamma coefficient, based upon complex mathematical algorithms.

Related Quality Requirements

Add new product under 60 minutes | #suitable #efficient #reliable
Assess impact of proposed change | #suitable #reliable
Available 7x24 with 99% uptime | #operable #usable #reliable
Avoid common vulnerabilities | #reliable #secure
Clarity in technical documentation | #usable #reliable
Detect inconsistent user input | #usable #reliable
Fast and accurate sensor | #efficient #reliable
Fast deployment | #reliable #operable
Global Explainability | #suitable #safe #reliable
Good code readability score | #reliable
Handle sudden increase in traffic | #reliable
Keep data on error | #reliable #usable
Local Explainability | #suitable #safe #reliable
Low change-failure rate | #reliable
Minimize jitter in real-time data streaming | #reliable
New Features Introduce No Bugs | #reliable
Order queue | #reliable
Precision of vehicle's orientation | #reliable
Restored to fully functional state 12h after complete failure | #operable #usable #reliable
Server fails |
Severe errors are detected and the system shuts down into safe state | #operable #safe #reliable
System can run >12h without re-booting the operating system | #operable #reliable
System runs offline | #reliable #operable
Up to date API | #reliable #suitable
Vehicle's position validity influences accuracy | #reliable #usable
Withstand DDoS Attack | #reliable
system continues to operate without downtime | #reliable

Related Qualities

Accuracy
Correctness
Preciseness
Reliability