using System; namespace GisSharpBlog.NetTopologySuite { public interface IBoundaryNodeRule { Boolean IsInBoundary(int boundaryCount); } ///** // * The Mod-2 Boundary Node Rule (which is the rule specified in the OGC SFS). // * @see Mod2BoundaryNodeRule // */ //public static final BoundaryNodeRule MOD2_BOUNDARY_RULE = new Mod2BoundaryNodeRule(); ///** // * The Endpoint Boundary Node Rule. // * @see EndPointBoundaryNodeRule // */ //public static final BoundaryNodeRule ENDPOINT_BOUNDARY_RULE = new EndPointBoundaryNodeRule(); ///** // * The MultiValent Endpoint Boundary Node Rule. // * @see MultiValentEndPointBoundaryNodeRule // */ //public static final BoundaryNodeRule MULTIVALENT_ENDPOINT_BOUNDARY_RULE = new MultiValentEndPointBoundaryNodeRule(); ///** // * The Monovalent Endpoint Boundary Node Rule. // * @see MonoValentEndPointBoundaryNodeRule // */ //public static final BoundaryNodeRule MONOVALENT_ENDPOINT_BOUNDARY_RULE = new MonoValentEndPointBoundaryNodeRule(); ///** // * The Boundary Node Rule specified by the OGC Simple Features Specification, // * which is the same as the Mod-2 rule. // * @see Mod2BoundaryNodeRule // */ //public static final BoundaryNodeRule OGC_SFS_BOUNDARY_RULE = MOD2_BOUNDARY_RULE; /** * A {@link BoundaryNodeRule} specifies that points are in the * boundary of a lineal geometry iff * the point lies on the boundary of an odd number * of components. * Under this rule {@link LinearRing}s and closed * {@link LineString}s have an empty boundary. *
* This is the rule specified by the OGC SFS, * and is the default rule used in JTS. * * @author Martin Davis * @version 1.7 */ public class Mod2BoundaryNodeRule : IBoundaryNodeRule { public Boolean IsInBoundary(int boundaryCount) { // the "Mod-2 Rule" return boundaryCount % 2 == 1; } } /** * A {@link BoundaryNodeRule} which specifies that any points which are endpoints * of lineal components are in the boundary of the * parent geometry. * This corresponds to the "intuitive" topological definition * of boundary. * Under this rule {@link LinearRing}s have a non-empty boundary * (the common endpoint of the underlying LineString). *
* This rule is useful when dealing with linear networks.
* For example, it can be used to check
* whether linear networks are correctly noded.
* The usual network topology constraint is that linear segments may touch only at endpoints.
* In the case of a segment touching a closed segment (ring) at one point,
* the Mod2 rule cannot distinguish between the permitted case of touching at the
* node point and the invalid case of touching at some other interior (non-node) point.
* The EndPoint rule does distinguish between these cases,
* so is more appropriate for use.
*
* @author Martin Davis
* @version 1.7
*/
///