如何在Python上使用PMML文件和Augustus对线性模型进行评分 [英] How to score a linear model using PMML file and Augustus on Python
问题描述
我是python,PMML和augustus的新手,所以这个问题有点新手.我有一个PMML文件,在每次新的数据迭代后,我都希望从该文件中进行评分.我只需要在Augustus中使用Python即可完成本练习.我读了许多文章,其中一些值得一提,因为它们很好.
I am new to python,PMML and augustus,so this question kind of newbie.I have a PMML file from which i want to score after every new iteration of data. I have to use Python with Augustus only to complete this excercise. I have read various articles some of them worth mentioning as they are good.
( http://augustusdocs.appspot.com/docs/v06/model_abstraction/augustus_and_pmml.html , http://augustus.googlecode.com/svn-history/r191/trunk/augustus/modellib/regression/producer/Producer.py )
我已经阅读了有关Augustus文档的评分,以了解其工作原理,但是我无法解决此问题.
I have read augustus documentation relevent to scoring to understand how it works,but i am unable to solve this problem.
使用R中的汽车数据生成示例PMML文件,其中"dist"是相关的,"speed"是独立的变量.现在我想每当我从方程式接收速度数据时预测dist(dist = -17.5790948905109 + speed * 3.93240875912408).我知道可以使用带有预测功能的R轻松完成,但是问题是我在后端没有R,只有Python与Augustus一起得分.非常感谢您的任何帮助,并在此先感谢.
A sample PMML file is generated using cars data in R. where "dist" is dependent and "speed" is independent variable. Now i want to predict dist everytime whenever i recieve data for speed from the equation (which is dist = -17.5790948905109 + speed*3.93240875912408) . I know it can be easily done in R with predict function,but the problem is i don't have R at backend and only python is there with augustus to score. Any help is much appreciated and thanks in advance.
示例PMML文件:
<?xml version="1.0"?>
<PMML version="4.1" xmlns="http://www.dmg.org/PMML-4_1" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://www.dmg.org/PMML-4_1 http://www.dmg.org/v4-1/pmml-4-1.xsd">
<Header copyright="Copyright (c) 2013 user" description="Linear Regression Model">
<Extension name="user" value="user" extender="Rattle/PMML"/>
<Application name="Rattle/PMML" version="1.4"/>
<Timestamp>2013-11-07 09:24:06</Timestamp>
</Header>
<DataDictionary numberOfFields="2">
<DataField name="dist" optype="continuous" dataType="double"/>
<DataField name="speed" optype="continuous" dataType="double"/>
</DataDictionary>
<RegressionModel modelName="Linear_Regression_Model" functionName="regression" algorithmName="least squares">
<MiningSchema>
<MiningField name="dist" usageType="predicted"/>
<MiningField name="speed" usageType="active"/>
</MiningSchema>
<Output>
<OutputField name="Predicted_dist" feature="predictedValue"/>
</Output>
<RegressionTable intercept="-17.5790948905109">
<NumericPredictor name="speed" exponent="1" coefficient="3.93240875912408"/>
</RegressionTable>
</RegressionModel>
</PMML>
推荐答案
您可以使用 PyPMML 来在Python中为PMML模型评分,例如:
You could use PyPMML to score the PMML model in Python, for example:
from pypmml import Model
model = Model.fromString('''<?xml version="1.0"?>
<PMML version="4.1" xmlns="http://www.dmg.org/PMML-4_1" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://www.dmg.org/PMML-4_1 http://www.dmg.org/v4-1/pmml-4-1.xsd">
<Header copyright="Copyright (c) 2013 user" description="Linear Regression Model">
<Extension name="user" value="user" extender="Rattle/PMML"/>
<Application name="Rattle/PMML" version="1.4"/>
<Timestamp>2013-11-07 09:24:06</Timestamp>
</Header>
<DataDictionary numberOfFields="2">
<DataField name="dist" optype="continuous" dataType="double"/>
<DataField name="speed" optype="continuous" dataType="double"/>
</DataDictionary>
<RegressionModel modelName="Linear_Regression_Model" functionName="regression" algorithmName="least squares">
<MiningSchema>
<MiningField name="dist" usageType="predicted"/>
<MiningField name="speed" usageType="active"/>
</MiningSchema>
<Output>
<OutputField name="Predicted_dist" feature="predictedValue"/>
</Output>
<RegressionTable intercept="-17.5790948905109">
<NumericPredictor name="speed" exponent="1" coefficient="3.93240875912408"/>
</RegressionTable>
</RegressionModel>
</PMML>''')
result = model.predict({'speed': 1.0})
结果是带有Predicted_dist的字典:
The result is a dict with Predicted_dist:
{'Predicted_dist': -13.646686131386819}
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