Added Python version of qmc_pi_lj. Extended documentation.

Allen-Tildesley · Sep 13, 2017 · a5f6a6e · a5f6a6e
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diff --git a/python_examples/CONTENTS.md b/python_examples/CONTENTS.md
@@ -199,8 +199,7 @@ A Fortran version is available.
 
 ### 13.1 Path-integral Monte Carlo
 [qmc_pi_sho.py](qmc_pi_sho.py) for the simple harmonic oscillator.
-We do not provide a Python version of the Lennard-Jones example.
-A Fortran version is available.
+[qmc_pi_lj.py](qmc_pi_lj.py) and [qmc_pi_lj_module.py](qmc_pi_lj_module.py) for Lennard-Jones.
 
 ### 13.2 Quantum Monte Carlo using a diffusion equation
 [qmc_walk_sho.py](qmc_walk_sho.py).

diff --git a/python_examples/GUIDE.md b/python_examples/GUIDE.md
@@ -1075,7 +1075,7 @@ which is accumulated as a histogram of walker positions,
 should be obtained using the default input values,
 with an empty input record `{}`;
 these defaults include setting `et` initially to the exact ground state energy.
-Other values such as `{et:0.6}` may be supplied through standard input in the usual way.
+Other values such as `{"et":0.6}` may be supplied through standard input in the usual way.
 This type of simulation is sensitive to the initial value,
 and quite noisy:
 possible improvements are discussed in general terms in the text.