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* Viewport-culling + cache-key helpers for the conflict-zone GeoJson layer
* (#4561, follow-up to #4558; part of #4537 / #4487).
*
* Pure and dependency-free (geojson types only) so it is unit-testable under
* `tsx --test` without a DOM/WebGL context. `DeckGLMap.buildConflictZoneGeoJson`
* uses these to bound the deck.gl tessellation to the zones intersecting the
* current map viewport instead of tessellating every zone's polygon (the
* dominant warm-INP presentation-delay cost β field data 2026-06-30/07-01).
*
* The cull is deliberately conservative so it never hides a zone that should be
* visible (R5): it tests each zone's axis-aligned bounding box (never the
* polygon itself β over-inclusion, never under-inclusion), pads the viewport,
* and never culls at world/low zoom or across the antimeridian.
*/
import type { Feature, Geometry, Position } from 'geojson';
/** [west, south, east, north] in degrees. */
export type BBox = [number, number, number, number];
/** A conflict-zone feature paired with its precomputed geographic bounds. */
export interface BoundedFeature {
bounds: BBox;
feature: Feature;
}
/** Fraction of the viewport span added as padding on each side before culling. */
export const CULL_PAD_FRACTION = 0.5;
/** Longitude span (deg) at/above which the viewport is treated as "world" (no cull). */
export const WORLD_LON_SPAN = 300;
function walkPositions(coords: unknown, visit: (lon: number, lat: number) => void): void {
if (!Array.isArray(coords)) return;
if (typeof coords[0] === 'number' && typeof coords[1] === 'number') {
visit(coords[0], coords[1]);
return;
}
for (const child of coords) walkPositions(child, visit);
}
/**
* Axis-aligned bounds of a Polygon / MultiPolygon / GeometryCollection, or null
* when the geometry carries no coordinates. Walks nested coordinate arrays so it
* works for both a zone's own polygon and a substituted country multipolygon.
*/
export function geometryBounds(geometry: Geometry | null | undefined): BBox | null {
if (!geometry) return null;
let west = Infinity;
let south = Infinity;
let east = -Infinity;
let north = -Infinity;
const visit = (lon: number, lat: number): void => {
if (lon < west) west = lon;
if (lon > east) east = lon;
if (lat < south) south = lat;
if (lat > north) north = lat;
};
if (geometry.type === 'GeometryCollection') {
for (const child of geometry.geometries) {
const b = geometryBounds(child);
if (b) {
visit(b[0], b[1]);
visit(b[2], b[3]);
}
}
} else if ('coordinates' in geometry) {
walkPositions(geometry.coordinates, visit);
}
return Number.isFinite(west) && Number.isFinite(south) && Number.isFinite(east) && Number.isFinite(north)
? [west, south, east, north]
: null;
}
/** Standard AABB overlap. Assumes both boxes are non-antimeridian-crossing (west <= east). */
export function bboxIntersects(a: BBox, b: BBox): boolean {
return a[0] <= b[2] && a[2] >= b[0] && a[1] <= b[3] && a[3] >= b[1];
}
/**
* True when the viewport must NOT be culled: it crosses the antimeridian
* (east <= west), is degenerate/non-finite, or spans (near) the whole globe.
* Culling in those cases could hide a visible zone, so the caller renders all.
*/
export function isWorldViewport(viewport: BBox, worldLonSpan = WORLD_LON_SPAN): boolean {
const [west, south, east, north] = viewport;
if (![west, south, east, north].every((v) => Number.isFinite(v))) return true;
if (east <= west) return true; // antimeridian crossing / degenerate β don't cull
return east - west >= worldLonSpan;
}
/** Expand a bbox by a fraction of its span on each side. */
export function padViewport(viewport: BBox, fraction = CULL_PAD_FRACTION): BBox {
const [west, south, east, north] = viewport;
const dLon = (east - west) * fraction;
const dLat = (north - south) * fraction;
return [west - dLon, south - dLat, east + dLon, north + dLat];
}
/**
* Indices (into `features`, order preserved) whose bounds intersect the padded
* viewport. At world/low zoom (or across the antimeridian) returns every index
* so we never under-cull. Index identity (not zone id) is what callers key their
* tessellation cache on: a multi-country zone emits one feature per country, all
* sharing the zone id, so an id-based key could collide two distinct feature sets.
*/
export function culledIndices(
features: readonly BoundedFeature[],
viewport: BBox,
padFraction = CULL_PAD_FRACTION,
): number[] {
if (isWorldViewport(viewport)) return features.map((_, i) => i);
const padded = padViewport(viewport, padFraction);
const out: number[] = [];
for (let i = 0; i < features.length; i++) {
const f = features[i];
if (f && bboxIntersects(f.bounds, padded)) out.push(i);
}
return out;
}
/** The features whose bounds intersect the padded viewport, order preserved. */
export function cullToViewport(
features: readonly BoundedFeature[],
viewport: BBox,
padFraction = CULL_PAD_FRACTION,
): Feature[] {
const out: Feature[] = [];
for (const i of culledIndices(features, viewport, padFraction)) {
const f = features[i];
if (f) out.push(f.feature);
}
return out;
}
// ββ U2: low-zoom geometry simplification backstop ββββββββββββββββββββββββββββββ
// At world/low zoom the cull can't reduce the zone count (everything is visible),
// so the vertex-heavy country multipolygons still dominate tessellation. Below a
// zoom threshold we RDP-simplify the polygon rings β sub-pixel detail there is
// invisible β bounding the vertex count while keeping every zone present (KTD3).
/** Zoom at/above which no simplification runs (zoomed in β detail matters, cull already helps). */
export const SIMPLIFY_ZOOM_THRESHOLD = 4;
/** Max RDP tolerance (deg) applied at the lowest zoom. ~1 world-view pixel at typical widths. */
export const SIMPLIFY_MAX_TOLERANCE_DEG = 0.5;
// Coordinate accessors: a GeoJSON Position always carries [lon, lat]; the `?? 0`
// only guards the (never-valid) missing-index case that noUncheckedIndexedAccess
// forces us to consider β it never fires for real data.
const lon = (p: Position): number => p[0] ?? 0;
const lat = (p: Position): number => p[1] ?? 0;
const samePoint = (a: Position, b: Position): boolean => lon(a) === lon(b) && lat(a) === lat(b);
/** Perpendicular distance from point p to the infinite line through a-b. */
function perpendicularDistance(p: Position, a: Position, b: Position): number {
const dx = lon(b) - lon(a);
const dy = lat(b) - lat(a);
const denom = Math.hypot(dx, dy);
if (denom === 0) return Math.hypot(lon(p) - lon(a), lat(p) - lat(a));
return Math.abs(dy * lon(p) - dx * lat(p) + lon(b) * lat(a) - lat(b) * lon(a)) / denom;
}
/** Ramer-Douglas-Peucker on an open polyline: keeps both endpoints, drops points within tolerance. */
function rdp(points: Position[], tolerance: number): Position[] {
if (points.length <= 2) return points.slice();
if (!points[0] || !points[points.length - 1]) return points.slice();
const keep = new Array<boolean>(points.length).fill(false);
keep[0] = true;
keep[points.length - 1] = true;
const stack: Array<[number, number]> = [[0, points.length - 1]];
while (stack.length > 0) {
const segment = stack.pop();
if (!segment) break;
const [startIndex, endIndex] = segment;
if (endIndex - startIndex <= 1) continue;
const first = points[startIndex];
const last = points[endIndex];
if (!first || !last) continue;
let index = 0;
let maxDist = 0;
for (let i = startIndex + 1; i < endIndex; i++) {
const pt = points[i];
if (!pt) continue;
const d = perpendicularDistance(pt, first, last);
if (d > maxDist) {
maxDist = d;
index = i;
}
}
if (maxDist > tolerance) {
keep[index] = true;
stack.push([startIndex, index], [index, endIndex]);
}
}
return points.filter((_, i) => keep[i]);
}
/**
* Simplify a single closed ring with RDP, preserving closure and polygon
* validity. The ring is split at its farthest vertex so RDP runs on two open
* polylines (a closed ring's p0==pn baseline is degenerate). Output points are a
* strict subset of the input (RDP never moves or adds a vertex), so no new
* geometry is introduced. Falls back to the original ring if simplification
* would drop below a valid polygon (< 4 points incl. closure) or not reduce it.
*/
export function simplifyRing(ring: Position[], tolerance: number): Position[] {
if (tolerance <= 0 || ring.length <= 5) return ring;
const start = ring[0];
const finish = ring[ring.length - 1];
if (!start || !finish) return ring;
const open = samePoint(start, finish) ? ring.slice(0, -1) : ring.slice();
const anchor = open[0];
if (open.length <= 4 || !anchor) return ring;
let far = 0;
let farDist = -1;
for (let i = 1; i < open.length; i++) {
const pt = open[i];
if (!pt) continue;
const d = Math.hypot(lon(pt) - lon(anchor), lat(pt) - lat(anchor));
if (d > farDist) {
farDist = d;
far = i;
}
}
const first = rdp(open.slice(0, far + 1), tolerance);
const second = rdp([...open.slice(far), anchor], tolerance);
const merged = [...first.slice(0, -1), ...second.slice(0, -1)];
const head = merged[0];
if (merged.length < 4 || !head) return ring;
const result = [...merged, head];
return result.length < ring.length ? result : ring;
}
/** Apply {@link simplifyRing} to every ring of a Polygon/MultiPolygon; other geometry is returned as-is. */
export function simplifyGeometry(geometry: Geometry, tolerance: number): Geometry {
if (tolerance <= 0) return geometry;
if (geometry.type === 'Polygon') {
return { type: 'Polygon', coordinates: geometry.coordinates.map((r) => simplifyRing(r, tolerance)) };
}
if (geometry.type === 'MultiPolygon') {
return {
type: 'MultiPolygon',
coordinates: geometry.coordinates.map((poly) => poly.map((r) => simplifyRing(r, tolerance))),
};
}
if (geometry.type === 'GeometryCollection') {
return {
type: 'GeometryCollection',
geometries: geometry.geometries.map((g) => simplifyGeometry(g, tolerance)),
};
}
return geometry;
}
/**
* Monotonic zoom β RDP tolerance (deg). Zero at/above the threshold (no
* simplification when zoomed in); ramps linearly to {@link SIMPLIFY_MAX_TOLERANCE_DEG}
* as zoom drops toward 0, so lower zoom = coarser simplification.
*/
export function zoomToSimplifyTolerance(
zoom: number,
threshold = SIMPLIFY_ZOOM_THRESHOLD,
maxTolerance = SIMPLIFY_MAX_TOLERANCE_DEG,
): number {
if (!Number.isFinite(zoom) || zoom >= threshold) return 0;
const fraction = (threshold - Math.max(0, zoom)) / threshold;
return maxTolerance * fraction;
}
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