fishnet/conceptfishnet_1_1geometry_1_1ISegment.html

template<typename S>

concept fishnet::geometry::ISegment =  GeometryBase<S> && requires (

    const std::remove_cvref_t<S> & segment,

    const __impl::SegmentStub<typename std::remove_cvref_t<S>::numeric_type> & otherSegment,

    const __impl::PointStub<typename std::remove_cvref_t<S>::numeric_type> & point,

    const __impl::LineStub<typename std::remove_cvref_t<S>::numeric_type> & line

){

        {segment.p()} -> IPoint;

        {segment.q()} -> IPoint;

        {segment.direction()} -> IPoint;

        {segment.length()} -> std::convertible_to<double>;

        {segment.upperEndpoint()} -> IPoint;

        {segment.lowerEndpoint()} -> IPoint;

        {segment.leftEndpoint()} -> IPoint;

        {segment.rightEndpoint()} -> IPoint;

        {segment.isEndpoint(point)} -> std::same_as<bool>;

        {segment.isValid()} -> std::same_as<bool>;

        {segment.overlaps(otherSegment)} -> std::same_as<bool>;

        {segment.contains(point)} -> std::same_as<bool>;

        {segment.contains(otherSegment)} -> std::same_as<bool>;

        {segment.touches(otherSegment)} -> std::same_as<bool>;

        {segment.distance(point)} -> std::convertible_to<double>;

        {segment.distance(otherSegment)} -> std::convertible_to<double>;

        {segment.isParallel(line)} -> std::same_as<bool>;

        {segment.isParallel(otherSegment)} -> std::same_as<bool>;

        {segment.intersects(line)} -> std::same_as<bool>;

        {segment.intersects(otherSegment)} -> std::same_as<bool>;

        {segment.intersection(line)} -> IPointOptional;

        {segment.intersection(otherSegment)} -> IPointOptional;

        {segment.toLine()} -> ILine;

        {segment.flip()} -> std::same_as<std::remove_cvref_t<S>>;

}

fishnet::geometry::GeometryBase
Definition GeometryBase.hpp:11

fishnet::geometry::IPoint
Interface for a point.
Definition IPoint.hpp:92

fishnet::geometry::ISegment
Interface for a segment A segment is formed between two points p and q, containing only the points on...
Definition ISegment.hpp:105