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The package provides the
IDistance
interface for custom distance metric implementations & conversions from/to raw
distance values. The following preset metrics are provided too:
Preset | Number | nD | 2D | 3D | Comments |
---|---|---|---|---|---|
EUCLEDIAN |
✅ | Eucledian distance | |||
EUCLEDIAN1 |
✅ | ||||
EUCLEDIAN2 |
✅ | ||||
EUCLEDIAN3 |
✅ | ||||
HAVERSINE_LATLON |
✅ | Great-circle distance for lat/lon geo locations | |||
HAVERSINE_LONLAT |
✅ | Great-circle distance for lon/lat geo locations | |||
DIST_SQ |
✅ | Squared dist (avoids Math.sqrt ) |
|||
DIST_SQ1 |
✅ | ||||
DIST_SQ2 |
✅ | ||||
DIST_SQ3 |
✅ | ||||
defManhattan(n) |
✅ | Manhattan distance | |||
MANHATTAN2 |
✅ | ||||
MANHATTAN3 |
✅ |
Neighborhoods can be used to select n-D spatial items around a given target
location and an optional catchment radius (infinite by default). Neighborhoods
also use one of the given distance metrics and implement the widely used
IDeref
interface to obtain the final query results.
Custom neighborhood selections can be defined via the
INeighborhood
interface. Currently, there are two different implementations available, each
providing several factory functions to instantiate and provide defaults for
different dimensions. See documentation and examples below.
An INeighborhood
implementation for nearest neighbor queries around a given
target location, initial query radius and IDistance
metric to determine
proximity.
An INeighborhood
implementation for K-nearest neighbor queries around a given
target location, initial query radius and IDistance
metric to determine
proximity. The K-nearest neighbors will be accumulated via an internal
heap and
results can be optionally returned in order of proximity (via .deref()
or
.values()
). For K=1 it will be more efficient to use Nearest
to avoid the
additional overhead.
An unbounded and unsorted version of KNearest
, selecting all
items around the target location and given search radius. Qualifying neighbors
will be accumulated in order of processing via an internal array.
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Work is underway integrating this approach into the spatial indexing data structures provided by the @thi.ng/geom-accel package.
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import * as d from "@thi.ng/distance";
const items = { a: 5, b: 16, c: 9.5, d: 2, e: 12 };
// collect the 3 nearest numbers for target=10 and using
// infinite selection radius and squared distance metric (defaults)
const k = d.knearestN(10, 3);
// consider each item for inclusion
Object.entries(items).forEach(([id, x]) => k.consider(x, id));
// retrieve result tuples of [distance, value]
k.deref()
// [ [ 25, 'a' ], [ 4, 'e' ], [ 0.25, 'c' ] ]
// result values only
k.values()
// [ 'a', 'e', 'c' ]
// neighborhood around 10, K=3 w/ max radius 5
// also use Eucledian distance and sort results by proximity
const k2 = d.knearestN(10, 3, 5, d.EUCLEDIAN1, true);
Object.entries(items).forEach(([id, x]) => k2.consider(x, id));
k2.deref()
// [ [ 0.5, 'c' ], [ 2, 'e' ], [ 5, 'a' ] ]