Source code for sedona.spark.stats.autocorrelation.moran

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from dataclasses import dataclass

from pyspark.sql import DataFrame
from pyspark.sql import SparkSession


[docs]@dataclass class MoranResult: """Result of the global Moran's I test. Attributes: i: Moran's I. Values near 1 mean that similar values are close to each other, values near -1 mean that neighbors tend to have dissimilar values, and values near 0 mean that the values are randomly distributed. p_norm: p-value of ``z_norm`` under the normality assumption. It is two-tailed unless ``Moran.get_global`` was called with ``two_tailed=False``. z_norm: z-score of ``i`` under the normality assumption. """ i: float p_norm: float z_norm: float
[docs]class Moran: """Global Moran's I spatial autocorrelation test."""
[docs] @staticmethod def get_global( df: DataFrame, two_tailed: bool = True, id_column: str = "id", value_column: str = "value", ) -> MoranResult: """Computes the global Moran's I of a value column. The dataframe needs an id column that uniquely identifies each row, a numeric value column, and a column named ``weights`` that lists each row's neighbors and their weights, such as the one added by ``sedona.spark.stats.weighting.add_distance_band_column``. Each neighbor must include the id and value columns, so pass them to the weighting function in ``saved_attributes``. Args: df: dataframe with the id, value, and weights columns two_tailed: whether to return a two-tailed p-value. Default is True id_column: name of the column that identifies each row. Default is "id" value_column: name of the numeric column to test. Default is "value" Returns: A MoranResult with Moran's I and its z-score and p-value under the normality assumption. """ sedona = SparkSession.getActiveSession() _jvm = sedona._jvm moran_result = ( sedona._jvm.org.apache.sedona.stats.autocorrelation.Moran.getGlobal( df._jdf, two_tailed, id_column, value_column ) ) return MoranResult( i=moran_result.getI(), p_norm=moran_result.getPNorm(), z_norm=moran_result.getZNorm(), )