From 44779c1d36b5a01f45138221a51d51885737224d Mon Sep 17 00:00:00 2001 From: Kyle Barron Date: Wed, 5 Nov 2025 13:44:23 -0500 Subject: [PATCH 01/11] Add notebook example for maplibre interleaved rendering --- examples/interleaved-labels.ipynb | 131 ++++++++++++++++++++++++++++++ 1 file changed, 131 insertions(+) create mode 100644 examples/interleaved-labels.ipynb diff --git a/examples/interleaved-labels.ipynb b/examples/interleaved-labels.ipynb new file mode 100644 index 00000000..a5ab1df0 --- /dev/null +++ b/examples/interleaved-labels.ipynb @@ -0,0 +1,131 @@ +{ + "cells": [ + { + "attachments": { + "6729e598-4b10-48c1-974d-df27080d5e4d.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "39bc8a87-d3ab-49d6-bbdf-c63520255af1", + "metadata": {}, + "source": [ + "# Interleaved Maplibre basemap rendering\n", + "\n", + "This is a simple example to show how to render Lonboard layers interleaved in the Maplibre layer stack.\n", + "\n", + "In this case, the text label \"San Francisco\" is rendered (by Maplibre) _on top of_ the underlying image.\n", + "\n", + "![image.png](attachment:6729e598-4b10-48c1-974d-df27080d5e4d.png)" + ] + }, + { + "cell_type": "markdown", + "id": "aa8c8879-d9c5-4f8b-b392-4b90ac2aa401", + "metadata": {}, + "source": [ + "## Imports" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5d65d1a7-ef00-4048-b9b3-66bc2104f08b", + "metadata": {}, + "outputs": [], + "source": [ + "from lonboard import BitmapLayer, Map\n", + "from lonboard.basemap import CartoStyle, MaplibreBasemap" + ] + }, + { + "cell_type": "markdown", + "id": "aad86113-59fc-4144-9166-3b7116b945e3", + "metadata": {}, + "source": [ + "Create a new `BitmapLayer`.\n", + "\n", + "To activate interleaved rendering, we also pass in the `before_id` property of the layer. The value of `before_id` should be an identifier of a layer in the _Maplibre basemap layer stack_. The deck.gl layer will be rendered just before the layer with the given identifier. \n", + "\n", + "You can find such an identifier by inspecting the basemap style JSON. For example, in the [raw JSON](https://basemaps.cartocdn.com/gl/positron-gl-style/style.json) of the Carto Positron style, each layer has an `\"id\"` property. The first layer in the basemap stack has `\"id\": \"background\"`. So, for example, if you pass `before_id=\"background\"`, you won't see your deck.gl layer because it will be rendered below **all** layers in the Maplibre basemap.\n", + "\n", + "A common choice for Carto-based styles is to use `before_id=\"watername_ocean\"` so\n", + "that your deck.gl layer is rendered above the core basemap elements but below all\n", + "text labels." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dd47319c-0d09-4eed-ab74-962d84642cde", + "metadata": {}, + "outputs": [], + "source": [ + "layer = BitmapLayer(\n", + " image=\"https://raw.githubusercontent.com/visgl/deck.gl-data/master/website/sf-districts.png\",\n", + " bounds=[-122.5190, 37.7045, -122.355, 37.829],\n", + " before_id=\"watername_ocean\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "64970561-d027-40c4-82a2-603d01e77f31", + "metadata": {}, + "source": [ + "Now we create our `MaplibreBasemap` set to `\"interleaved\"`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "16e5baf8-dc91-479a-9719-b1cf6afe45e5", + "metadata": {}, + "outputs": [], + "source": [ + "basemap = MaplibreBasemap(mode=\"interleaved\", style=CartoStyle.DarkMatter)" + ] + }, + { + "cell_type": "markdown", + "id": "e86ab6f5-d10f-4481-997d-d0d2361d4f05", + "metadata": {}, + "source": [ + "Now the map is rendered with deck.gl inside of Maplibre" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "458be836-6946-4a75-beee-02c040ac8988", + "metadata": {}, + "outputs": [], + "source": [ + "m = Map(layer, basemap=basemap)\n", + "m.set_view_state(zoom=9)\n", + "m" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "lonboard", + "language": "python", + "name": "lonboard" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 930a44fba3aeb59f5fee5cdd88d978f7dcf93830 Mon Sep 17 00:00:00 2001 From: Kyle Barron Date: Wed, 5 Nov 2025 13:44:34 -0500 Subject: [PATCH 02/11] Set up blog --- docs/blog/.authors.yml | 5 +++++ docs/blog/index.md | 0 mkdocs.yml | 6 ++++++ 3 files changed, 11 insertions(+) create mode 100644 docs/blog/.authors.yml create mode 100644 docs/blog/index.md diff --git a/docs/blog/.authors.yml b/docs/blog/.authors.yml new file mode 100644 index 00000000..c23a2bb3 --- /dev/null +++ b/docs/blog/.authors.yml @@ -0,0 +1,5 @@ +authors: + kylebarron: + name: Kyle Barron + description: Creator + avatar: https://github.com/kylebarron.png diff --git a/docs/blog/index.md b/docs/blog/index.md new file mode 100644 index 00000000..e69de29b diff --git a/mkdocs.yml b/mkdocs.yml index b26fb4b1..405c9262 100644 --- a/mkdocs.yml +++ b/mkdocs.yml @@ -57,6 +57,8 @@ nav: - 30 Day Map Challenge: - "Day 1: Points": examples/map_challenge/1-points.ipynb - "Day 6: Asia": examples/map_challenge/6-asia.ipynb + - Blog: + - blog/index.md - API Reference: - api/viz.md - api/map.md @@ -158,6 +160,7 @@ theme: - search.share plugins: + - blog - search - social - mike: @@ -241,6 +244,9 @@ markdown_extensions: - pymdownx.magiclink: hide_protocol: true repo_url_shortener: true + repo_url_shorthand: true + repo: lonboard + user: developmentseed - pymdownx.smartsymbols - pymdownx.superfences - pymdownx.tasklist: From b70f7df01f3579a72b53bf74d78f34ef5af1a43b Mon Sep 17 00:00:00 2001 From: Kyle Barron Date: Wed, 5 Nov 2025 13:44:48 -0500 Subject: [PATCH 03/11] fix before_id docstring --- lonboard/layer/_base.py | 8 +++++++- 1 file changed, 7 insertions(+), 1 deletion(-) diff --git a/lonboard/layer/_base.py b/lonboard/layer/_base.py index 6a5a9acb..4e74ef2b 100644 --- a/lonboard/layer/_base.py +++ b/lonboard/layer/_base.py @@ -265,7 +265,7 @@ def _add_extension_traits(self, extensions: Sequence[BaseExtension]) -> None: So if you pass `before_id="background"`, you won't see your deck.gl layer because it will be rendered below **all** layers in the Maplibre basemap. - A common choice for Carto-based styles is to use `before_id="waterway-label"` so + A common choice for Carto-based styles is to use `before_id="watername_ocean"` so that your deck.gl layer is rendered above the core basemap elements but below all text labels. @@ -326,6 +326,12 @@ class BaseArrowLayer(BaseLayer): # The following traitlets **are** serialized to JS table: ArrowTableTrait + """An Arrow table with data for this layer. + + Some downstream layers will require this table to have a geospatial column. Other + layers, such as the [`H3HexagonLayer`][lonboard.layer.H3HexagonLayer] will accept + non-geospatial data in conjunction with other accessors. + """ def _repr_keys(self) -> Generator[str, Any, None]: # Avoid rendering `table` in the string repr From b89eee69b5e72c149821fe0ac1308aa275d8f59e Mon Sep 17 00:00:00 2001 From: Kyle Barron Date: Wed, 5 Nov 2025 13:52:32 -0500 Subject: [PATCH 04/11] Add interleaved example to website --- assets/interleaved-labels.jpg | Bin 0 -> 41036 bytes examples/index.md | 39 +++++++++++++++++----------------- mkdocs.yml | 3 +++ 3 files changed, 23 insertions(+), 19 deletions(-) create mode 100644 assets/interleaved-labels.jpg diff --git a/assets/interleaved-labels.jpg b/assets/interleaved-labels.jpg new file mode 100644 index 0000000000000000000000000000000000000000..c19cae2b5d9a5808f3b54e9740042fd54a9bd4de GIT binary patch literal 41036 zcmb5V1yo$iwl3TRf+c}KfCLZj5Zqn6acdkxaF@m%f&_=Af#B{m7F>h7y9WsF?&Pue 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a/examples/index.md +++ b/examples/index.md @@ -2,18 +2,19 @@
-- [Speedtest data ![](../assets/scatterplot-layer-network-speeds.jpg)](../examples/internet-speeds) using [`ScatterplotLayer`](../api/layers/scatterplot-layer) -- [North America roads ![](../assets/path-layer-roads.jpg)](../examples/north-america-roads) using [`PathLayer`](../api/layers/path-layer) -- [Spatially-Partitioned GeoParquet ![](../assets/spatially-partitioned-geoparquet.jpg)](../examples/overture-geoparquet) using [`PolygonLayer`](../api/layers/polygon-layer) -- [Overture Maps buildings ![](../assets/overture.jpg)](../examples/overture-maps) using [`PolygonLayer`](../api/layers/polygon-layer) -- [Air Traffic Control animation ![](../assets/air-traffic-control.gif)](../examples/air-traffic-control) using [`TripsLayer`](../api/layers/trips-layer) -- [Global boundaries ![](../assets/boundaries.png)](../examples/global-boundaries) using [`PolygonLayer`](../api/layers/polygon-layer) -- [H3 Population Data ![](../assets/kontur-h3.jpg)](../examples/kontur_pop) using [`H3HexagonLayer`](../api/layers/h3-hexagon-layer) -- [U.S. County-to-County Migration ![](../assets/arc-layer-migration-example.gif)](../examples/migration) using [`ArcLayer`](../api/layers/arc-layer) and [`BrushingExtension`](../api/layer-extensions/brushing-extension) -- [Scatterplot with GPU data filtering ![](../assets/data-filter-extension.gif)](../examples/data-filter-extension) using [`ScatterplotLayer`](../api/layers/scatterplot-layer) and [`DataFilterExtension`](../api/layer-extensions/data-filter-extension) -- [Motor Vehicle Crashes in NYC ![](../assets/motor-vehicle-crashes-nyc.jpg)](../examples/map_challenge/1-points) using [`ScatterplotLayer`](../api/layers/scatterplot-layer) -- [Rivers in Asia ![](../assets/rivers-asia.jpg)](../examples/map_challenge/6-asia/) using [`PathLayer`](../api/layers/path-layer) -- [Inflation Reduction Act Projects ![](../assets/column-layer.jpg)](../examples/column-layer/) using [`ColumnLayer`](../api/layers/column-layer) +- [Speedtest data ![](../assets/scatterplot-layer-network-speeds.jpg)](../examples/internet-speeds) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] +- [North America roads ![](../assets/path-layer-roads.jpg)](../examples/north-america-roads) using [`PathLayer`][lonboard.PathLayer] +- [Spatially-Partitioned GeoParquet ![](../assets/spatially-partitioned-geoparquet.jpg)](../examples/overture-geoparquet) using [`PolygonLayer`][lonboard.PolygonLayer] +- [Overture Maps buildings ![](../assets/overture.jpg)](../examples/overture-maps) using [`PolygonLayer`][lonboard.PolygonLayer] +- [Air Traffic Control animation ![](../assets/air-traffic-control.gif)](../examples/air-traffic-control) using [`TripsLayer`][lonboard.TripsLayer] +- [Global boundaries ![](../assets/boundaries.png)](../examples/global-boundaries) using [`PolygonLayer`][lonboard.PolygonLayer] +- [H3 Population Data ![](../assets/kontur-h3.jpg)](../examples/kontur_pop) using [`H3HexagonLayer`][lonboard.H3HexagonLayer] +- [U.S. County-to-County Migration ![](../assets/arc-layer-migration-example.gif)](../examples/migration) using [`ArcLayer`][lonboard.ArcLayer] and [`BrushingExtension`](../api/layer-extensions/brushing-extension) +- [Scatterplot with GPU data filtering ![](../assets/data-filter-extension.gif)](../examples/data-filter-extension) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] and [`DataFilterExtension`](../api/layer-extensions/data-filter-extension) +- [Motor Vehicle Crashes in NYC ![](../assets/motor-vehicle-crashes-nyc.jpg)](../examples/map_challenge/1-points) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] +- [Rivers in Asia ![](../assets/rivers-asia.jpg)](../examples/map_challenge/6-asia/) using [`PathLayer`][lonboard.PathLayer] +- [Inflation Reduction Act Projects ![](../assets/column-layer.jpg)](../examples/column-layer/) using [`ColumnLayer`][lonboard.ColumnLayer] +- [Interleaved Maplibre Labels ![](../assets/interleaved-labels.png)](../examples/interleaved-maplibre-labels/) using [`BitmapLayer`][lonboard.BitmapLayer] and [`MaplibreBasemap`][lonboard.basemap.MaplibreBasemap] - [Linked Maps ![](../assets/linked-maps.gif)](../examples/linked-maps/) - [Clicked Point ![](../assets/clicked-point.png)](../examples/clicked-point/)
@@ -26,11 +27,11 @@ - ](../examples/marimo/nyc_taxi_trips/) using [`ArcLayer`](../api/layers/arc-layer) & [GeoDataFusion](https://github.com/datafusion-contrib/datafusion-geo) -- [DuckDB Spatial ![](../assets/duckdb-heatmap.jpg)](../examples/duckdb) using [`HeatmapLayer`](../api/layers/heatmap-layer) -- [Color picker integration ![](../assets/color-picker.jpg)](../examples/integrations/color-picker) using [`SolidPolygonLayer`](../api/layers/solid-polygon-layer) -- [JupyterLab Sidecar integration ![](../assets/jupyter-sidecar.jpg)](../examples/integrations/sidecar/) using [`ScatterplotLayer`](../api/layers/scatterplot-layer) and [`JupyterLab Sidecar`](https://github.com/jupyter-widgets/jupyterlab-sidecar) -- [MovingPandas ![](../assets/ais-movingpandas.gif)](../examples/ais-movingpandas) using [`TripsLayer`](../api/layers/trips-layer) + ](../examples/marimo/nyc_taxi_trips/) using [`ArcLayer`][lonboard.ArcLayer] & [GeoDataFusion](https://github.com/datafusion-contrib/datafusion-geo) +- [DuckDB Spatial ![](../assets/duckdb-heatmap.jpg)](../examples/duckdb) using [`HeatmapLayer`][lonboard.HeatmapLayer] +- [Color picker integration ![](../assets/color-picker.jpg)](../examples/integrations/color-picker) using [`SolidPolygonLayer`][lonboard.SolidPolygonLayer] +- [JupyterLab Sidecar integration ![](../assets/jupyter-sidecar.jpg)](../examples/integrations/sidecar/) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] and [`JupyterLab Sidecar`](https://github.com/jupyter-widgets/jupyterlab-sidecar) +- [MovingPandas ![](../assets/ais-movingpandas.gif)](../examples/ais-movingpandas) using [`TripsLayer`][lonboard.TripsLayer] @@ -41,8 +42,8 @@ These examples are maintained by external contributors.
-- [Using Lonboard to visualize graph flows ![](../assets/longraph.jpg)](https://knaaptime.com/longraph/) using [`ArcLayer`](../api/layers/arc-layer), [`PolygonLayer`](../api/layers/polygon-layer), and [`BrushingExtension`](../api/layer-extensions/brushing-extension) by [@knaaptime](https://github.com/knaaptime). -- [American Community Survey exploration](https://github.com/jaanli/lonboard/blob/1af815ea586121dbbe0d8cae70f7814a642ad165/examples/american-community-survey.ipynb) using [`ScatterplotLayer`](../api/layers/scatterplot-layer) and [`DataFilterExtension`](../api/layer-extensions/data-filter-extension) by [@jaanli](https://github.com/jaanli). +- [Using Lonboard to visualize graph flows ![](../assets/longraph.jpg)](https://knaaptime.com/longraph/) using [`ArcLayer`][lonboard.ArcLayer], [`PolygonLayer`][lonboard.PolygonLayer], and [`BrushingExtension`](../api/layer-extensions/brushing-extension) by [@knaaptime](https://github.com/knaaptime). +- [American Community Survey exploration](https://github.com/jaanli/lonboard/blob/1af815ea586121dbbe0d8cae70f7814a642ad165/examples/american-community-survey.ipynb) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] and [`DataFilterExtension`](../api/layer-extensions/data-filter-extension) by [@jaanli](https://github.com/jaanli).
diff --git a/mkdocs.yml b/mkdocs.yml index 405c9262..3e5252c9 100644 --- a/mkdocs.yml +++ b/mkdocs.yml @@ -44,10 +44,13 @@ nav: - examples/overture-geoparquet.ipynb - examples/air-traffic-control.ipynb - examples/global-boundaries.ipynb + - examples/kontur_pop.ipynb - examples/migration.ipynb - examples/data-filter-extension.ipynb - examples/column-layer.ipynb + - examples/interleaved-maplibre-labels.ipynb - examples/linked-maps.ipynb + - examples/clicked-point.ipynb - NYC Taxi Trips: examples/marimo/nyc_taxi_trips.md - Integrations: - examples/duckdb.ipynb From df1674521ccafd7f26f7c0bf2724fa7e44de79d4 Mon Sep 17 00:00:00 2001 From: Kyle Barron Date: Wed, 5 Nov 2025 13:54:11 -0500 Subject: [PATCH 05/11] Update links --- examples/index.md | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/examples/index.md b/examples/index.md index b86eebf3..3e2c9631 100644 --- a/examples/index.md +++ b/examples/index.md @@ -9,8 +9,8 @@ - [Air Traffic Control animation ![](../assets/air-traffic-control.gif)](../examples/air-traffic-control) using [`TripsLayer`][lonboard.TripsLayer] - [Global boundaries ![](../assets/boundaries.png)](../examples/global-boundaries) using [`PolygonLayer`][lonboard.PolygonLayer] - [H3 Population Data ![](../assets/kontur-h3.jpg)](../examples/kontur_pop) using [`H3HexagonLayer`][lonboard.H3HexagonLayer] -- [U.S. County-to-County Migration ![](../assets/arc-layer-migration-example.gif)](../examples/migration) using [`ArcLayer`][lonboard.ArcLayer] and [`BrushingExtension`](../api/layer-extensions/brushing-extension) -- [Scatterplot with GPU data filtering ![](../assets/data-filter-extension.gif)](../examples/data-filter-extension) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] and [`DataFilterExtension`](../api/layer-extensions/data-filter-extension) +- [U.S. County-to-County Migration ![](../assets/arc-layer-migration-example.gif)](../examples/migration) using [`ArcLayer`][lonboard.ArcLayer] and [`BrushingExtension`][lonboard.layer_extension.BrushingExtension] +- [Scatterplot with GPU data filtering ![](../assets/data-filter-extension.gif)](../examples/data-filter-extension) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] and [`DataFilterExtension`][lonboard.layer_extension.DataFilterExtension] - [Motor Vehicle Crashes in NYC ![](../assets/motor-vehicle-crashes-nyc.jpg)](../examples/map_challenge/1-points) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] - [Rivers in Asia ![](../assets/rivers-asia.jpg)](../examples/map_challenge/6-asia/) using [`PathLayer`][lonboard.PathLayer] - [Inflation Reduction Act Projects ![](../assets/column-layer.jpg)](../examples/column-layer/) using [`ColumnLayer`][lonboard.ColumnLayer] @@ -42,8 +42,8 @@ These examples are maintained by external contributors.
-- [Using Lonboard to visualize graph flows ![](../assets/longraph.jpg)](https://knaaptime.com/longraph/) using [`ArcLayer`][lonboard.ArcLayer], [`PolygonLayer`][lonboard.PolygonLayer], and [`BrushingExtension`](../api/layer-extensions/brushing-extension) by [@knaaptime](https://github.com/knaaptime). -- [American Community Survey exploration](https://github.com/jaanli/lonboard/blob/1af815ea586121dbbe0d8cae70f7814a642ad165/examples/american-community-survey.ipynb) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] and [`DataFilterExtension`](../api/layer-extensions/data-filter-extension) by [@jaanli](https://github.com/jaanli). +- [Using Lonboard to visualize graph flows ![](../assets/longraph.jpg)](https://knaaptime.com/longraph/) using [`ArcLayer`][lonboard.ArcLayer], [`PolygonLayer`][lonboard.PolygonLayer], and [`BrushingExtension`][lonboard.layer_extension.BrushingExtension] by [@knaaptime](https://github.com/knaaptime). +- [American Community Survey exploration](https://github.com/jaanli/lonboard/blob/1af815ea586121dbbe0d8cae70f7814a642ad165/examples/american-community-survey.ipynb) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] and [`DataFilterExtension`][lonboard.layer_extension.DataFilterExtension] by [@jaanli](https://github.com/jaanli).
From cdbb26d271c7ca603f845fc291c5ce72418fb46c Mon Sep 17 00:00:00 2001 From: Kyle Barron Date: Wed, 5 Nov 2025 14:06:00 -0500 Subject: [PATCH 06/11] Add post draft --- docs/blog/posts/lonboard-0.13.md | 89 ++++++++++++++++++++++++++++++++ examples/index.md | 2 +- mkdocs.yml | 2 +- 3 files changed, 91 insertions(+), 2 deletions(-) create mode 100644 docs/blog/posts/lonboard-0.13.md diff --git a/docs/blog/posts/lonboard-0.13.md b/docs/blog/posts/lonboard-0.13.md new file mode 100644 index 00000000..9a5a8eef --- /dev/null +++ b/docs/blog/posts/lonboard-0.13.md @@ -0,0 +1,89 @@ +--- +draft: false +date: 2025-11-05 +categories: + - Release +authors: + - kylebarron +links: + - CHANGELOG.md +--- + +# Releasing lonboard 0.13! + +Lonboard is + +This post gives an overview of what's new in Lonboard version 0.13. + + + +Refer to the [changelog] for all updates. + +It should have globe view, new layer types (h3, s2, geohash, a5, fixed heatmap layer), interleaved rendering with maplibre (so you can render data underneath basemap labels), map controls like scale/fullscreen/navigation, performance improvements, + + +## Globe view + +## New layer types: H3, S2, Geohash, A5 + +Lonboard supports new layer types for [H3][h3], [S2][s2], [Geohash][geohash], and [A5][a5] data. + +[h3]: https://h3geo.org/ +[a5]: https://a5geo.org/ +[s2]: http://s2geometry.io/ +[geohash]: https://en.wikipedia.org/wiki/Geohash + +- [`H3HexagonLayer`][lonboard.H3HexagonLayer] +- [`S2Layer`][lonboard.S2Layer] +- [`A5Layer`][lonboard.A5Layer] +- [`GeohashLayer`][lonboard.GeohashLayer] + +![](../../assets/kontur-h3.jpg) + +> Screenshot from [H3 Population](../../../../../examples/kontur_pop) example + +Additionally, the [HeatmapLayer][lonboard.HeatmapLayer], which has been broken since Lonboard v0.10 due to upstream changes in deck.gl, has been fixed and is now functional again. (Thanks to @felixpalmer for [fixing this upstream](https://github.com/visgl/deck.gl/pull/9787)!). + +## Interleaved rendering with Maplibre + +When rendering dense visualizations, the data can obscure helpful elements of the basemap, removing spatial context from the visualization. + +It's now possible to render Lonboard data layers interleaved in the Maplibre layer stack. This means Maplibre text labels can be rendered above your Lonboard-rendered data. + +![](../../assets/interleaved-labels.jpg) + +> Screenshot from [H3 Population](../../../../../examples/interleaved-labels) example + +To do this: + +- Set [`before_id`][lonboard.layer.BaseLayer.before_id] on your layer as the value of the Maplibre layer `id` you want the Lonboard layer to be under. See [`before_id`][lonboard.layer.BaseLayer.before_id] for more information. +- Create a new basemap [set to `interleaved` mode][lonboard.basemap.MaplibreBasemap.mode]: +- Pass the basemap to the `Map` constructor. + +```py +from lonboard.basemap import MaplibreBasemap +from lonboard import Map, ScatterplotLayer + +# Example layer ID when using Carto basemap styles +layer = ScatterplotLayer(..., before_id="watername_ocean") +basemap = MaplibreBasemap(mode="interleaved") +m = Map(layer, basemap=basemap) +``` + +## Map controls: scale, fullscreen, navigation + +## Performance improvements + +First and foremost, I learned there was _severe bug_ in which the string representation (aka `repr`) of the [`table` attribute][lonboard.BaseArrowLayer.table] was being generated during map display. In conjunction with [an upstream issue](https://github.com/kylebarron/arro3/issues/432), this made it _very slow_ to render a map for datasets with many coordinates in a single row (such as polygons representing administrative boundaries). https://github.com/developmentseed/lonboard/pull/1015 **improved the Python-side of rendering by 99% in this case**, from 12 seconds to 5 milliseconds. + +In https://github.com/developmentseed/lonboard/pull/902 we now fully parallelize the Parquet file generation in a thread pool on the Python side, leading to 4x faster Parquet serialization. + +In https://github.com/developmentseed/lonboard/pull/954 we improve the Polygon rendering performance on the JavaScript side and remove a network request for a dependency needed to perform multi-threaded preparation for Polygon data rendering. + +In general, Lonboard data rendering should feel instantaneous. If it's especially slow, on the order of ~10 seconds, [open an issue](https://github.com/developmentseed/lonboard/issues/new/choose) with your dataset to discuss. + +## All updates + +Refer to the [changelog] for all updates. + +[changelog]: ../../CHANGELOG.md/#0130-2025-11-05 diff --git a/examples/index.md b/examples/index.md index 3e2c9631..da315f49 100644 --- a/examples/index.md +++ b/examples/index.md @@ -14,7 +14,7 @@ - [Motor Vehicle Crashes in NYC ![](../assets/motor-vehicle-crashes-nyc.jpg)](../examples/map_challenge/1-points) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] - [Rivers in Asia ![](../assets/rivers-asia.jpg)](../examples/map_challenge/6-asia/) using [`PathLayer`][lonboard.PathLayer] - [Inflation Reduction Act Projects ![](../assets/column-layer.jpg)](../examples/column-layer/) using [`ColumnLayer`][lonboard.ColumnLayer] -- [Interleaved Maplibre Labels ![](../assets/interleaved-labels.png)](../examples/interleaved-maplibre-labels/) using [`BitmapLayer`][lonboard.BitmapLayer] and [`MaplibreBasemap`][lonboard.basemap.MaplibreBasemap] +- [Interleaved Maplibre Labels ![](../assets/interleaved-labels.png)](../examples/interleaved-labels/) using [`BitmapLayer`][lonboard.BitmapLayer] and [`MaplibreBasemap`][lonboard.basemap.MaplibreBasemap] - [Linked Maps ![](../assets/linked-maps.gif)](../examples/linked-maps/) - [Clicked Point ![](../assets/clicked-point.png)](../examples/clicked-point/) diff --git a/mkdocs.yml b/mkdocs.yml index 3e5252c9..64aab09f 100644 --- a/mkdocs.yml +++ b/mkdocs.yml @@ -48,7 +48,7 @@ nav: - examples/migration.ipynb - examples/data-filter-extension.ipynb - examples/column-layer.ipynb - - examples/interleaved-maplibre-labels.ipynb + - examples/interleaved-labels.ipynb - examples/linked-maps.ipynb - examples/clicked-point.ipynb - NYC Taxi Trips: examples/marimo/nyc_taxi_trips.md From 30a764116356ed2569109de342b4e6b3a3db2d00 Mon Sep 17 00:00:00 2001 From: Kyle Barron Date: Wed, 5 Nov 2025 14:15:45 -0500 Subject: [PATCH 07/11] updates --- docs/blog/posts/lonboard-0.13.md | 8 ++++---- examples/index.md | 2 +- 2 files changed, 5 insertions(+), 5 deletions(-) diff --git a/docs/blog/posts/lonboard-0.13.md b/docs/blog/posts/lonboard-0.13.md index 9a5a8eef..f4156867 100644 --- a/docs/blog/posts/lonboard-0.13.md +++ b/docs/blog/posts/lonboard-0.13.md @@ -33,10 +33,10 @@ Lonboard supports new layer types for [H3][h3], [S2][s2], [Geohash][geohash], an [s2]: http://s2geometry.io/ [geohash]: https://en.wikipedia.org/wiki/Geohash -- [`H3HexagonLayer`][lonboard.H3HexagonLayer] -- [`S2Layer`][lonboard.S2Layer] -- [`A5Layer`][lonboard.A5Layer] -- [`GeohashLayer`][lonboard.GeohashLayer] +- [`H3HexagonLayer`][lonboard.H3HexagonLayer]: render hexagons from the [H3][h3] geospatial indexing system +- [`S2Layer`][lonboard.S2Layer]: render polygons based on the [S2][s2] geospatial indexing system. +- [`A5Layer`][lonboard.A5Layer]: render polygons based on the [A5][a5] geospatial indexing system. +- [`GeohashLayer`][lonboard.GeohashLayer]: render polygons based on the [Geohash][geohash] geospatial indexing system. ![](../../assets/kontur-h3.jpg) diff --git a/examples/index.md b/examples/index.md index da315f49..3c4cd2c4 100644 --- a/examples/index.md +++ b/examples/index.md @@ -14,7 +14,7 @@ - [Motor Vehicle Crashes in NYC ![](../assets/motor-vehicle-crashes-nyc.jpg)](../examples/map_challenge/1-points) using [`ScatterplotLayer`][lonboard.ScatterplotLayer] - [Rivers in Asia ![](../assets/rivers-asia.jpg)](../examples/map_challenge/6-asia/) using [`PathLayer`][lonboard.PathLayer] - [Inflation Reduction Act Projects ![](../assets/column-layer.jpg)](../examples/column-layer/) using [`ColumnLayer`][lonboard.ColumnLayer] -- [Interleaved Maplibre Labels ![](../assets/interleaved-labels.png)](../examples/interleaved-labels/) using [`BitmapLayer`][lonboard.BitmapLayer] and [`MaplibreBasemap`][lonboard.basemap.MaplibreBasemap] +- [Interleaved Maplibre Labels ![](../assets/interleaved-labels.jpg)](../examples/interleaved-labels/) using [`BitmapLayer`][lonboard.BitmapLayer] and [`MaplibreBasemap`][lonboard.basemap.MaplibreBasemap] - [Linked Maps ![](../assets/linked-maps.gif)](../examples/linked-maps/) - [Clicked Point ![](../assets/clicked-point.png)](../examples/clicked-point/) From ee9135906ac2394d5db13b5ffa98817efde97290 Mon Sep 17 00:00:00 2001 From: Kyle Barron Date: Wed, 5 Nov 2025 15:22:30 -0500 Subject: [PATCH 08/11] map controls --- assets/controls-example.jpg | Bin 0 -> 478397 bytes docs/api/controls.md | 7 +------ docs/blog/posts/lonboard-0.13.md | 10 ++++++++++ lonboard/_map.py | 7 +++++-- mkdocs.yml | 2 -- 5 files changed, 16 insertions(+), 10 deletions(-) create mode 100644 assets/controls-example.jpg diff --git a/assets/controls-example.jpg b/assets/controls-example.jpg new file mode 100644 index 0000000000000000000000000000000000000000..b94f7cb06db1abda4ee819412d07c5c3d777f951 GIT binary patch literal 478397 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lonboard.controls.FullscreenControl -::: lonboard.controls.NavigationControl -::: lonboard.controls.ScaleControl - -::: lonboard.controls.MultiRangeSlider +::: lonboard.controls diff --git a/docs/blog/posts/lonboard-0.13.md b/docs/blog/posts/lonboard-0.13.md index f4156867..5c24b3ca 100644 --- a/docs/blog/posts/lonboard-0.13.md +++ b/docs/blog/posts/lonboard-0.13.md @@ -72,6 +72,16 @@ m = Map(layer, basemap=basemap) ## Map controls: scale, fullscreen, navigation +Common UI elements that we call "Controls" are now supported in Lonboard maps. In this release, this includes three types of controls: + +- Scale control: shows a scale bar on the map +- Fullscreen control: button to toggle fullscreen mode +- Navigation control: zoom in/out buttons and a compass + +These three controls are rendered on the map by default, but can be customized via the [`Map.controls`][lonboard.Map.controls] attribute. See [`lonboard.controls`][] for more information. + +![](../../assets/controls-example.jpg) + ## Performance improvements First and foremost, I learned there was _severe bug_ in which the string representation (aka `repr`) of the [`table` attribute][lonboard.BaseArrowLayer.table] was being generated during map display. In conjunction with [an upstream issue](https://github.com/kylebarron/arro3/issues/432), this made it _very slow_ to render a map for datasets with many coordinates in a single row (such as polygons representing administrative boundaries). https://github.com/developmentseed/lonboard/pull/1015 **improved the Python-side of rendering by 99% in this case**, from 12 seconds to 5 milliseconds. diff --git a/lonboard/_map.py b/lonboard/_map.py index 5fb78648..92c29b7e 100644 --- a/lonboard/_map.py +++ b/lonboard/_map.py @@ -229,7 +229,10 @@ def on_click(self, callback: Callable, *, remove: bool = False) -> None: sync=True, **ipywidgets.widget_serialization, ) - """One or more map controls to display on this map.""" + """One or more map controls to display on this map. + + See [`lonboard.controls`][] for available controls. + """ view: t.Instance[BaseView | None] = t.Instance(BaseView, allow_none=True).tag( sync=True, @@ -239,7 +242,7 @@ def on_click(self, callback: Callable, *, remove: bool = False) -> None: Views represent the "camera(s)" (essentially viewport dimensions and projection matrices) that you look at your data with. deck.gl offers multiple view types for both geospatial and non-geospatial use cases. Read the [Views and Projections](https://deck.gl/docs/developer-guide/views) guide for the concept and examples. - See [`lonboard.view`][lonboard.view] for available view types. + See [`lonboard.view`][] for available view types. """ @t.validate("view") diff --git a/mkdocs.yml b/mkdocs.yml index 64aab09f..4bc8501d 100644 --- a/mkdocs.yml +++ b/mkdocs.yml @@ -151,8 +151,6 @@ theme: text: Roboto code: Roboto Mono - # logo: img/geopolars_logo.svg - features: - content.code.annotate - content.code.copy From eb80ec8744ea4c28b645d05647bb61808a90e2dc Mon Sep 17 00:00:00 2001 From: Kyle Barron Date: Wed, 5 Nov 2025 15:37:10 -0500 Subject: [PATCH 09/11] remove globe view from post --- docs/blog/posts/lonboard-0.13.md | 5 ----- 1 file changed, 5 deletions(-) diff --git a/docs/blog/posts/lonboard-0.13.md b/docs/blog/posts/lonboard-0.13.md index 5c24b3ca..3854c7f4 100644 --- a/docs/blog/posts/lonboard-0.13.md +++ b/docs/blog/posts/lonboard-0.13.md @@ -19,11 +19,6 @@ This post gives an overview of what's new in Lonboard version 0.13. Refer to the [changelog] for all updates. -It should have globe view, new layer types (h3, s2, geohash, a5, fixed heatmap layer), interleaved rendering with maplibre (so you can render data underneath basemap labels), map controls like scale/fullscreen/navigation, performance improvements, - - -## Globe view - ## New layer types: H3, S2, Geohash, A5 Lonboard supports new layer types for [H3][h3], [S2][s2], [Geohash][geohash], and [A5][a5] data. From c16e001d0b0d97e13c1659a4f80c48a2d466b50b Mon Sep 17 00:00:00 2001 From: Kyle Barron Date: Wed, 5 Nov 2025 15:53:14 -0500 Subject: [PATCH 10/11] remove changelog globeview entries --- CHANGELOG.md | 2 -- 1 file changed, 2 deletions(-) diff --git a/CHANGELOG.md b/CHANGELOG.md index 8e717390..fddebe2a 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -7,7 +7,6 @@ - feat: Suppress JupyterLab context menu on Map right click by @kylebarron in https://github.com/developmentseed/lonboard/pull/889 - feat: Support two render modes: Standard/deck.gl-first and MapboxOverlay by @kylebarron in https://github.com/developmentseed/lonboard/pull/921 - feat: Create richer `Basemap` class and deprecate `basemap_style` arg by @kylebarron in https://github.com/developmentseed/lonboard/pull/935 -- feat: Support globe view by @kylebarron in https://github.com/developmentseed/lonboard/pull/908 - feat: Move `TripsLayer` and `ArcLayer` out of experimental by @kylebarron in https://github.com/developmentseed/lonboard/pull/983 - feat: Support for map controls by @kylebarron in https://github.com/developmentseed/lonboard/pull/924 - feat: Provide default controls for Map by @kylebarron in https://github.com/developmentseed/lonboard/pull/992 @@ -16,7 +15,6 @@ - feat: Add A5Layer by @kylebarron in https://github.com/developmentseed/lonboard/pull/1001 - feat: Add geohash and s2 layers by @kylebarron in https://github.com/developmentseed/lonboard/pull/1007 - feat: Implement view state validation for non map-view states by @kylebarron in https://github.com/developmentseed/lonboard/pull/1008 -- feat: Validate that GlobeView is only used with interleaved basemap mode by @kylebarron in https://github.com/developmentseed/lonboard/pull/1012 - feat: Add view parameter to viz by @kylebarron in https://github.com/developmentseed/lonboard/pull/1013 ### Performance improvements :zap: From 2cceb7fb76ae72606c7188ca90e0b3457d3b4a9a Mon Sep 17 00:00:00 2001 From: Kyle Barron Date: Wed, 5 Nov 2025 16:01:38 -0500 Subject: [PATCH 11/11] fix links --- docs/blog/posts/lonboard-0.13.md | 4 ++-- mkdocs.yml | 2 ++ 2 files changed, 4 insertions(+), 2 deletions(-) diff --git a/docs/blog/posts/lonboard-0.13.md b/docs/blog/posts/lonboard-0.13.md index 3854c7f4..9eee23d7 100644 --- a/docs/blog/posts/lonboard-0.13.md +++ b/docs/blog/posts/lonboard-0.13.md @@ -11,7 +11,7 @@ links: # Releasing lonboard 0.13! -Lonboard is +Lonboard is a Python library for fast, interactive geospatial vector data visualization in Jupyter. This post gives an overview of what's new in Lonboard version 0.13. @@ -51,7 +51,7 @@ It's now possible to render Lonboard data layers interleaved in the Maplibre lay To do this: -- Set [`before_id`][lonboard.layer.BaseLayer.before_id] on your layer as the value of the Maplibre layer `id` you want the Lonboard layer to be under. See [`before_id`][lonboard.layer.BaseLayer.before_id] for more information. +- Set [`before_id`](../../../../../api/layers/base-layer#lonboard.BaseLayer.before_id) on your layer as the value of the Maplibre layer `id` you want the Lonboard layer to be under. See [`before_id`](../../../../../api/layers/base-layer#lonboard.BaseLayer.before_id) for more information. - Create a new basemap [set to `interleaved` mode][lonboard.basemap.MaplibreBasemap.mode]: - Pass the basemap to the `Map` constructor. diff --git a/mkdocs.yml b/mkdocs.yml index d1a3d79d..4cfad63b 100644 --- a/mkdocs.yml +++ b/mkdocs.yml @@ -161,6 +161,8 @@ theme: - search.share plugins: + - autorefs: + resolve_closest: true - blog - search - social