# Tag Info

7

I was playing around a little with what I've learned from rm-rf. Here's a small package which encapsulates the White and the Breusch-Pagan test. The math is correct, but I wanted to have a kind of statistical distribution behaviour, where you can query certain properties using a string. I'd appreciate to have overloaded the LinearModelFit, but decided to ...

6

As far as I know there's no reference book available yet that is using the new reliability functionality in Mathematica. Two other resources are: Reliability calculations for complex systems, academic thesis Reliability Mathematics, Wolfram Blog Those two focus on RBDs, Fault trees and system structures.

2

f = DynamicModule[{col = Black}, DynamicWrapper[Dynamic@Style[#, col], If[CurrentValue["MouseOver"], col = Red; pos = {#2, #3}, col = Black; pos = {}]]] &; With[{d1 = Rest@data}, ListPlot[{{#2, #3}} & @@@ d1, BaseStyle -> {PointSize@.02, 15, Bold}, ...

1

One way to do it is: Show[BoxWhiskerChart[data], ListPlot[MapIndexed[{#2[[1]], #1} &, data, {2}]]] MapIndexed operates just like Mapbut gives you a second argument which is the index of the list element you're getting each time.

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You say your data is a list of $(X,Y)$ so it looks like this: ListLinePlot[data, Frame -> True, FrameLabel -> {"X", "Y"}] Far from been a random coil where the definition of persistent length makes sense. Let see, we want to calculate the average $\cos(\theta) = \hat{v_1} \cdot \hat{v_1}$, as a function of the contour distance, so I use Dot[v1, ...

1

This is an extension of @BrettChampion 's answer, in case you have 2D information already pre-counted or weighted. Haven't yet added all the bells and whistles to propagate the options yet, but it works. It should give the same output as HistogramList. You have to specify the bins yourself at the moment, but the input is the same as in the previous ...

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