ConrecIsolinesFinder

All Implemented Interfaces:

it.unibo.alchemist.boundary.gui.isolines.IsolinesFinder
```
public class ConrecIsolinesFinder
 implements IsolinesFinder
                    
```
Conrec algorithm adapter to IsolinesFinder interface.

Constructor Summary

Constructors
Constructor	Description
`ConrecIsolinesFinder(IsolinesFactory factory)`

Method Summary

Modifier and Type	Method	Description
`Collection<Isoline>`	`findIsolines(IsolinesFinder.BidimensionalFunction function, Number x1, Number y1, Number x2, Number y2, Collection<Number> levels)`	Find the isolines of the given function.
`Collection<Isoline>`	`findIsolines(IsolinesFinder.BidimensionalFunction function, Segment2D diagonal, Collection<Number> levels)`	Find the isolines of the given function.

Methods inherited from class it.unibo.alchemist.boundary.gui.isolines.IsolinesFinder
findIsolines, findIsolines
Methods inherited from class java.lang.Object
clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait

- Constructor Detail
  - ConrecIsolinesFinder
```
ConrecIsolinesFinder(IsolinesFactory factory)
```
    Parameters:
    
    factory - - the factory used to create segments and isolines
- Method Detail
  - findIsolines
```
 Collection<Isoline> findIsolines(IsolinesFinder.BidimensionalFunction function, Number x1, Number y1, Number x2, Number y2, Collection<Number> levels)
```
    Find the isolines of the given function. You can specify which isolines will be extracted with thelevels parameter: for each value included in the collection, the corresponding isoline will beextracted. Isolines will be calculated within a rectangular region defined by two opposite vertexes.This means that the algorithm will not consider the space outside the given region at all.
  - findIsolines
```
 Collection<Isoline> findIsolines(IsolinesFinder.BidimensionalFunction function, Segment2D diagonal, Collection<Number> levels)
```
    Find the isolines of the given function. This method is equivalent to IsolinesFinder#findIsolines(BidimensionalFunction, Number, Number, Number, Number, Collection),with the difference that it allows you to specify the diagonal of the rectangular region, instead of the fourvertexes separately.