Here are the classes, structs, unions and interfaces with brief descriptions:
[detail level 12]
  KiTrack | |
   Crit2_DeltaPhi | Criterion: the difference between the  angles of two hits in degrees |
| Crit2_DeltaPhi_MV | Criterion: the difference between the angles of two hits in degrees |
| Crit2_DeltaRho | Criterion: the difference of the sqrt(x^2 + y^2) of two hits |
| Crit2_DeltaTheta_MV | Criterion: the difference between the  angles of two hits in degrees |
| Crit2_Distance_MV | Criterion: the difference between the angles of two hits in degrees |
| Crit2_HelixWithIP | Criterion: Check if two hits are compatible with a helix crossing the IP |
| Crit2_RZRatio | Criterion: distance of two hits divided by their z-distance |
| Crit2_StraightTrackRatio | Criterion: for straight tracks: if the line between the two hits points towards IP |
| Crit3_2DAngle | Criterion: the angle between two 2-segments in the xy - plane |
| Crit3_2DAngleTimesR | Criterion: the angle in the xy plane between two 2-segments multiplied by the radius of the circle they form |
| Crit3_3DAngle | Criterion: the angle between two 2-segments |
| Crit3_3DAngleTimesR | Criterion: the angle between two 2-segments multiplied by the radius of the circle the segments form |
| Crit3_ChangeRZRatio | Criterion: the change of the ratio of the distance of two hits over the z distance |
| Crit3_IPCircleDist | Criterion: the distance of the IP from the circle the 3 hits form (in the xy plane) |
| Crit3_IPCircleDistTimesR | Criterion: the distance of the circle formed by the two segments from the IP multiplied by R |
| Crit3_NoZigZag_MV | Criterion: forbids zig zagging: measure the angles in the xy plane, transpose them to the range from -pi to pi and multiply: if there is a zigzag, the sign of the angle switches and the product of both angles becomes negative |
| Crit3_PT | Criterion: the transversal momentum |
| Crit3_PT_MV | Criterion: the transversal momentum |
| Crit4_2DAngleChange | Criterion: change of the angle (in the xy plane) between segments in the xy plane |
| Crit4_3DAngleChange | Criterion: change of the angle between segments |
| Crit4_3DAngleChangeNormed | Criterion: check for the change of the 3D angle and normalise it with R |
| Crit4_DistOfCircleCenters | Criterion: make circles from the semgments and measure the distances of their centers |
| Crit4_DistToExtrapolation | Criterion: use the first 3 hits to extrapolate the location in xy for a given z of the last hit |
| Crit4_NoZigZag | Criterion: forbids zig zagging: measure the angles in the xy plane, transpose them to the range from -pi to pi and multiply: if there is a zigzag, the sign of the angle switches and the product of both angles becomes negative |
| Crit4_PhiZRatioChange | Criterion: check for the change of  |
| Crit4_RChange | Criterion: check for the change of the radii of the circles that can be made from the 3-hit segments |
| Criteria | Information about all Criteria |
| ICriterion | An Interface for Criteria |
| SimpleCircle | A simple class representing a circle |
| Automaton | A class for the cellular automaton |
| HopfieldNeuralNet | Represents a Hopfield Neural Network |
| IHit | An Interface for hits |
| ISectorConnector | Abstract Base Class for SectorConnectors |
| ISectorSystem | An interface for Sector Systems |
| ITrack | Abstract Base Class for tracks |
| KiTrackException | Base exception class for KiTrack - all other exceptions extend this |
| OutOfRange | Out of range exception, used when the user tries to access layers oder sensors, that are not implemented |
| InvalidParameter | Invalid Parameter exception |
| BadSegmentLength | Wrong segment length exception |
| UnknownCriterion | Unknown criterion exception |
| Segment | A Segment is something like a track or a part of a track: it consists of hits linked together |
| SegmentBuilder | This classe builds the Cellular Automaton from the hits |
| Subset | A base class for subsets |
| SubsetHopfieldNN | A class to get the best subset with help of a Hopfield Neural Network |
| SorterQI | |
 SubsetSimple | A class to get the best subset by taking the element with the highest quality indicator and throwing away all incompatible ones |
