A PyTorch implementation of the Geographically Neural Network Weighted Regression (GNNWR) and its extensions
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A PyTorch implementation of the Geographically Neural Network Weighted Regression (GNNWR) and its extensions
Fast Geographically Weighted Regression (FastGWR)
A Shiny application for visualizing Geographically Weighted Regression (GWR) results in an interactive 3D environment. Ideal for educational purposes and exploring spatial data relationships. Built with R, Shiny, and plotly.
A lightweight Python tool for visualizing coefficient surfaces and uncertainty estimates from spatially varying coefficient (SVC) models. Designed for simplicity, clarity, and reproducibility, svc-viz lets users generate interpretable maps with minimal code and supports outputs from MGWR, GWR, and other SVC frameworks.
All source of R codes for the replication of our results and figures on the paper, published in the journal of Health & Place.
Compared Ordinary Least Square (OLS) and Geographically Weighted Regression (GWR) using R programming with interpretation
LH공모전 : [오산시]어린이 교통사고 위험지역 도출 최우수(1위) Repo
Universal agent skill for GNNWR spatial intelligent regression — spatially varying coefficients, GTNNWR spatiotemporal models, coefficient mapping, and diagnostic analysis. Part of geoscience-skills.
Data-driven EV charging site suitability model for California using DBSCAN gap detection, Multi-Criteria Evaluation, and Geographically Weighted Regression across 2,007 ZCTAs. Python · GeoPandas · mgwr · Folium.
MUSA 5000 homeworks.
A visual and spatial analysis of London's Airbnb market using K-Means clustering and Geographically Weighted Regression (GWR).
GWR model analysing the relationship between access to greenspace and deprivation in Bradford
A prototype web application for validating and managing property data.
Estimate building volumes and gross floor areas from Swiss elevation models (swissALTI3D + swissSURFACE3D) and cadastral footprints. Voxel-based pipeline with optional GWR-based floor area estimation.
Investigates deterministic prime-gap interiors using the Divisor Normalization Identity (DNI). Establishes the Gap Winner Rule (GWR) the raw-Z maximizer is always the leftmost min-d(n) carrier. Validates the No-Later-Simpler-Composite Theorem with zero violations through 10^18. Documents hierarchical first-arrival laws and square-phase terminal.
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