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On March 5, 2013, I got email from NoReply@lanl.gov that said in part: Copyright Disclosure: CODE-2013-143, Maxentropic Transitions for Isentropic Expansion METFIE V1.0 has been approved CODE Title: Maxentropic Transitions for Isentropic Expansion METFIE V1.0<br /> Primary Author: Andrew Fraser<br /> LACC #: LA-CC-13-011<br /> Copyright Number Assigned: C13082<br /> symmetry.ipynb is a notebook. To work with it, issue: ipython3 notebook symmetry.ipynb To do: 1. Move to google code and tell Christina T Ramos and Kathleen McDonald. 2. Study behavior of \lambdaPF and \vectorPF as dy -> 0 3. Prove or argue that as dy -> 0 limit of measure exists =====================Files===================================== File Comment Imported by MaxH.py P(2|1) from dense A calc.py pq_calc.py calc.py GUN class for juq.pdf plot.py recursive.py recursive.py Plots for bounds SConstruct pq_calc.py calc.py 2-d states plot_allowed.py No known use integral.py figs for notes.pdf SConstruct qt_embedding.py Example from net ui_P_control.py ui_* derived from ui_ideal_qt.py *.ui ui_PVE_control.py setup.py Build C.so first_c.so SConstruct gui_eos.py main for gui level.py plots level sets. Unused surf.py mayavi surface plot gui_eos.py eos.py ideal and shaw eos surf.py and gui_eos.py explore.py mpl plot of eigenvec plot.py figs for juq and notes SConstruct converge.py diff.py mayavi for 2 eigenvecs test.py compare first first_c first.py 2-d operator 1st order first_c first_c.pyc cython first converge diff explore test converge.py study val and vec converge_plot.py plot study =====================Helpful hints============================= Write tests for eos.py ->python -m pdb gui_eos.py (Pdb) import pdb (Pdb) pdb.pm()
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