We need your help! 🔥
Please consider disabling your ad-blocker to support this website! 🔑
We are a free, community-supported website! 🥰
We only display small unobtrusive ads which help us stay online! 💯
Thank you in advance! ❤️
We are a free, community-supported website! 🥰
We only display small unobtrusive ads which help us stay online! 💯
Thank you in advance! ❤️
Hypervolume Contributions
Calculates the Hypervolume contributions of a multi-dimensional set of points in relation to a reference point
Inputs
| Name | ID | Description | Type |
|---|---|---|---|
| Octopus Solution | OS | The solutions to calculate the HV for | Octopus Solution |
| Reference Point coordinate | R | The point in objective space against which the Hypervolume is calculated, given by only one coordinate which is applied to each objective dimension. The coordinate relates to the normalized pareto-front which is between 0 and 1 | Number |
Outputs
| Name | ID | Description | Type |
|---|---|---|---|
| HV+ | HV+ | The Hypervolume Contribution of the solutions in the pareto front | Number |
| pareto Bounds | PB | The bounds of the objectives in the pareto-front | Domain |
| total Bounds | TB | The bounds of the objectives in the entire set supplied | Domain |
| Front Solutions | F | the pareto front | Octopus Solution |
| non-Front Solutions | N | the solutions not part of the pareto front | Octopus Solution |
Site design © Robin Rodricks.
Octopus and associated data © 2024 Robert Vierlinger.
Rhinoceros and Grasshopper are registered trademarks of Robert McNeel & Associates.
Hosted by GitHub