BayesKit

所属分类:人工智能/神经网络/深度学习
开发工具:Python
文件大小:25KB
下载次数:8
上传日期:2018-04-13 15:35:19
上 传 者耿子
说明:  贝叶斯网络,又称信念网络(Belief Network, BN), 或有向无环图模型,是由一个有向无环图(DAG,Directed acyclic graphical model)和条件概率分布(即知道P(xi|parent(xi))发生的概率构成,其中parent(xi)为指向xi的直接父节点)。它是一种模拟人类推理过程中因果关系的不确定性处理模型,其网络拓朴结构是一个有向无环图(DAG)。
(Bayesian networks, also known as belief networks (Belief Network, BN), or directed acyclic graph models, are composed of a Directed acyclic graphical model (DAG) and a conditional probability distribution (ie know P(xi) |parent(xi)) Probability of occurrence, where parent(xi) is the direct parent to xi. It is an uncertainty processing model that simulates causality in human reasoning. Its network topology is a directed acyclic graph (DAG).)

文件列表:
BayesKit\BayesNetNode.py (1693, 2009-02-21)
BayesKit\BayesNetNode.pyc (3084, 2017-07-28)
BayesKit\BayesUpdating.py (2726, 2009-02-21)
BayesKit\BayesUpdating.pyc (3839, 2017-07-28)
BayesKit\gma-mona.igm (2508, 2009-02-21)
BayesKit\InputNode.py (2393, 2009-02-23)
BayesKit\InputNode.pyc (3138, 2017-07-28)
BayesKit\OutputNode.py (424, 2009-02-21)
BayesKit\OutputNode.pyc (1103, 2017-07-28)
BayesKit\ReadWriteSigmaFiles.py (9219, 2009-02-21)
BayesKit\ReadWriteSigmaFiles.pyc (9663, 2017-07-28)
BayesKit\sample-event-file.txt (485, 2009-02-21)
BayesKit\SampleNets.py (2439, 2009-02-21)
BayesKit\SampleNets.pyc (3190, 2017-07-28)
BayesKit\SIGMAEditor.py (6884, 2009-02-23)
BayesKit\SIGMAEditor.pyc (9000, 2017-07-28)
BayesKit (0, 2017-07-28)

This file describes a Bayes Net Toolkit that we will refer to now as BNT. This version is 0.1. Let's consider this code an "alpha" version that contains some useful functionality, but is not complete, and is not a ready-to-use "application". The purpose of the toolkit is to facilitate creating experimental Bayes nets that analyze sequences of events. The toolkit provides code to help with the following: (a) creating Bayes nets. There are three classes of nodes defined, and to construct a Bayes net, you can write code that calls the constructors of these classes, and then you can create links among them. (b) displaying Bayes nets. There is code to create new windows and to draw Bayes nets in them. This includes drawing the nodes, the arcs, the labels, and various properties of nodes. (c) propagating a-posteriori probabilities. When one node's probability changes, the posterior probabilities of nodes downstream from it may need to change, too, depending on firing thresholds, etc. There is code in the toolkit to support that. (d) simulating events ("playing" event sequences) and having the Bayes net respond to them. This functionality is split over several files. Here are the files and the functionality that they represent. BayesNetNode.py: class definition for the basic node in a Bayes net. BayesUpdating.py: computing the a-posteriori probability of a node given the probabilities of its parents. InputNode.py: class definition for "input nodes". InputNode is a subclass of BayesNetNode. Input nodes have special features that allow them to recognize evidence items (using regular-expression pattern matching of the string descriptions of events). OutputNode.py: class definition for "output nodes". OutputBode is a subclass of BayesNetNode. An output node can have a list of actions to be performed when the node's posterior probability exceeds a threshold ReadWriteSigmaFiles.py: Functionality for loading and saving Bayes nets in an XML format. SampleNets.py: Some code that constructs a sample Bayes net. This is called when SIGMAEditor.py is started up. SIGMAEditor.py: A main program that can be turned into an experimental application by adding menus, more code, etc. It has some facilities already for loading event sequence files and playing them. sample-event-file.txt: A sequence of events that exemplifies the format for these events. gma-mona.igm: A sample Bayes net in the form of an XML file. The SIGMAEditor program can read this type of file. Here are some limitations of the toolkit as of 23 February 2009: 1. Users cannot yet edit Bayes nets directly in the SIGMAEditor. Code has to be written to create new Bayes nets, at this time. 2. If you select the File menu's option to load a new Bayes net file, you get a fixed example: gma-mona.igm. This should be changed in the future to bring up a file dialog box so that the user can select the file. 3. When you "run" an event sequence in the SIGMAEditor, the program will present each event to each input node and find out if the input node's filter matches the evidence. If it does match, that fact is printed to standard output, but nothing else is done. What should then happen is that the node's probability is updated according to its response method, and if the new probability exceeds the node's threshold, then its successor ("children") get their probabilities updated, too. 4. No animation of the Bayes net is performed when an event sequence is run. Ideally, the diagram would be updated dynamically to show the activity, especially when posterior probabilities of nodes change and thresholds are exceeded. To use the BNT, do three kinds of development: A. create your own Bayes net whose input nodes correspond to pieces of evidence that might be presented and that might be relevant to drawing inferences about what's going on in the situation or process that you are analyzing. You do this by writing Python code that calls constructors etc. See the example in SampleNets.py. B. create a sample event stream that represents a plausible sequence of events that your system should be able to analyze. Put this in a file in the same format as used in sample-event-sequence.txt. C. modify the code of BNT or add new modules as necessary to obtain the functionality you want in your system. This could include code to perform actions whenever an output node's threshold is exceeded. It could include code to generate events (rather than read them from a file). And it could include code to describe more clearly what is going on whenever a node's probability is updated (e.g., what the significance of the update is -- more certainty about something, an indication that the weight of evidence is becoming strong, etc.)

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