| C. Intermediate Topics | Copyright © 2025 Norsys Software Corp. |
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3. Sensitivity to Findings
Sometimes it is useful to know how much our belief in a particular node is influenced by findings at other nodes. We want to know how sensitive is our belief in this node's value to the findings of other nodes. If it is very sensitive, we may want and it is important for us to know the state of that node, then we may want to invest the effort in determining the values of all the nodes that substantially influence it. Netica can compute a node's sensitivity to findings easily. In this tutorial we will look at the net ALARM. 'ALARM' stands for 'A Logical Alarm Reduction Mechanism'. It is a medical diagnostic alarm message system for patient monitoring and is described in BeinlichSCC89. It is a real-world application of Bayes nets. It is too complex to describe here, but it will suffice for our purposes. You will likely want to bring it up in Netica to work with, for better visibility. ![]() Let us suppose we want to know which nodes can most influence our knowledge of "Heart Rate". Click on the top of the title region of the "Heart Rate" box to select it, and then choose Network->Sensitivity to Findings. A detailed report will be produced in the "Netica - Messages" window (if you can't find it, click on Window->Messages to raise it). Here is what the report looks like: Probability of new evidence = 100 %, of all evidence = 100 %. ------------------------------------------------------------------------- Sensitivity of 'HR' to findings at 'HR': Probability ranges: Min Current Max | RMS Change Low 0 0.04678 1 | 0.2112 Normal 0 0.4169 1 | 0.493 High 0 0.5363 1 | 0.4987 Quadratic scoring = 0.2996 Entropy reduction = 1.215 (100 %) ------------------------------------------------------------------------- Sensitivity of 'HR' to findings at 'HRBP': Probability ranges: Min Current Max | RMS Change Low 0.0009137 0.04678 0.6431 | 0.1652 Normal 0.008143 0.4169 0.9609 | 0.4617 High 0.03796 0.5363 0.9909 | 0.4671 Quadratic scoring = 0.2467 Entropy reduction = 0.9799 (80.7 %) ------------------------------------------------------------------------- ------------------------------------------------------------------------- Sensitivity of 'HR' to findings at 'PAP': Probability ranges: Min Current Max | RMS Change Low 0.04307 0.04678 0.04701 | 0.0009153 Normal 0.384 0.4169 0.419 | 0.008136 High 0.534 0.5363 0.573 | 0.009052 Quadratic scoring = 7.235e-005 Entropy reduction = 0.0002387 (0.0196 %) ------------------------------------------------------------------------- Sensitivity of 'HR' due to a finding at another node: Node Mutual Quadratic ---- Info Score HR 1.21495 0.2995618 HRBP 0.97993 0.2466639 HREKG 0.81844 0.2124077 HRSat 0.81844 0.2124077 Catechol 0.68583 0.1587396 CO 0.52149 0.1401417 SaO2 0.16188 0.0461771 PVSat 0.12620 0.0362042 VentAlv 0.11472 0.0330883 ArtCO2 0.11419 0.0333368 ExpCO2 0.10006 0.0295365 InsuffAnesth 0.09786 0.0283655 BP 0.09734 0.0268312 TPR 0.09482 0.0282133 VentLung 0.07704 0.0224051 MinVol 0.06422 0.0189986 Press 0.04806 0.0143849 Shunt 0.04013 0.0117534 VentTube 0.03752 0.0109797 Intubation 0.03224 0.0093943 Disconnect 0.01694 0.0049907 KinkedTube 0.01427 0.0041830 VentMach 0.01091 0.0032041 MinVolSet 0.00360 0.0010587 FiO2 0.00304 0.0009002 PulmEmbolus 0.00254 0.0007571 Anaphylaxis 0.00208 0.0006266 PAP 0.00024 0.0000723 LVEDVolume 0.00000 0.0000000 StrokeVolume 0.00000 0.0000000 LVFailure 0.00000 0.0000000 Hypovolemia 0.00000 0.0000000 ErrLowOutput 0.00000 0.0000000 CVP 0.00000 0.0000000 PCWP 0.00000 0.0000000 ErrCauter 0.00000 0.0000000 History 0.00000 0.0000000 The exact meaning of everything in the report is described in Netica's onscreen help. At the end of the report is a list of all the nodes, with the ones whose findings are most likely to produce the greatest change in the belief of Heart Rate listed first. The first column of numbers provides a numerical degree. Note, that not unexpectedly, the most influential nodes of "Heart Rate", are its parents and children. Notes on Sensitivity to Findings
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