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Re: why does this call to ListPlot3D crash the kernel?

  • To: mathgroup at smc.vnet.net
  • Subject: [mg120964] Re: why does this call to ListPlot3D crash the kernel?
  • From: "McHale, Paul" <Paul.McHale at excelitas.com>
  • Date: Fri, 19 Aug 2011 06:34:12 -0400 (EDT)
  • Delivered-to: l-mathgroup@mail-archive0.wolfram.com
  • References: <201108180722.DAA11827@smc.vnet.net>

The range of the biggest to smallest number could be too great.

flatvaluematrixnew=Map[#*{0.000001,1,1}&,flatvaluematrix]
ListPlot3D[flatvaluematrixnew]

Works just fine.  Can you scale this way and still get useful information? 
 ListPlot[] has no problem which is odd. 

p1=Map[ListPlot[#,Joined->True]&,flatvaluematrix];
Show[p1]


Maybe it is a limitation in the surfacing algorithms.  Not sure...


Paul McHale  |  Electrical Engineer, Energetics Systems  |  Excelitas Technologies Corp.

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Paul.McHale at Excelitas.com
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-----Original Message-----
From: Michael Stern [mailto:nycstern at gmail.com]
Sent: Thursday, August 18, 2011 3:22 AM
To: mathgroup at smc.vnet.net
Subject: [mg120964] why does this call to ListPlot3D crash the kernel?

I have a matrix of 48 three-number lists that is for some reason killing
the kernel when I try to graph it.

flatvaluematrix={{3525206400, -0.001, 33.0746}, {3525206400, 0.005,
   12786.3}, {3525206400, 0.011, 38541.}, {3525206400, 0.017,
   65163.}, {3527798400, -0.001, 23.5575}, {3527798400, 0.005,
   12559.3}, {3527798400, 0.011, 38463.9}, {3527798400, 0.017,
   65143.1}, {3530476800, -0.001, 15.0909}, {3530476800, 0.005,
   12299.7}, {3530476800, 0.011, 38387.1}, {3530476800, 0.017,
   65126.1}, {3533068800, -0.001, 8.58963}, {3533068800, 0.005,
   12022.3}, {3533068800, 0.011, 38318.7}, {3533068800, 0.017,
   65113.8}, {3535747200, -0.001, 4.53454}, {3535747200, 0.005,
   11762.1}, {3535747200, 0.011, 38267.4}, {3535747200, 0.017,
   65106.6}, {3538425600, -0.001, 1.87709}, {3538425600, 0.005,
   11474.7}, {3538425600, 0.011, 38224.9}, {3538425600, 0.017,
   65102.2}, {3540931200, -0.001, 0.562167}, {3540931200, 0.005,
   11178.4}, {3540931200, 0.011, 38195.7}, {3540931200, 0.017,
   65100.3}, {3543609600, -0.001, 0.110118}, {3543609600, 0.005,
   10895.5}, {3543609600, 0.011, 38179.8}, {3543609600, 0.017,
   65099.8}, {3546201600, -0.001, 0.00755001}, {3546201600, 0.005,
   10603.2}, {3546201600, 0.011, 38172.9}, {3546201600, 0.017,
   65099.6}, {3548880000, -0.001, 0.0000273622}, {3548880000, 0.005,
   10312.}, {3548880000, 0.011, 38171.4}, {3548880000, 0.017,
   65099.6}, {3551472000, -0.001, 1.06357*10^-11}, {3551472000, 0.005,
   10119.2}, {3551472000, 0.011, 38171.3}, {3551472000, 0.017,
   65099.6}, {3554150400, -0.001, 0.}, {3554150400, 0.005,
   0.}, {3554150400, 0.011, 0.}, {3554150400, 0.017, 0.}};

ListPlot3D[flatvaluematrix]

Kaboom!

This fails under both Windows Mathematica 8.01 and Windows Mathematica 7.

Can anybody help?

Thank you.

MS



(For those who are curious, the first number in the list is a date, the
second is an interest rate spread, and the third is the value of a
financial instrument on the specified date and the given spread).





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