certik

$ time make -j9
[  0%] [  1%] [  1%] [  1%] [  2%] [  2%] Building CXX object src/CMakeFiles/hermes2d-real-debug.dir/hash.cpp.o
Building CXX object src/CMakeFiles/hermes2d-cplx-debug.dir/hash.cpp.o
[  2%] [  3%] [  3%] Building CXX object src/CMakeFiles/hermes2d-cplx-debug.dir/mesh.cpp.o
Building CXX object src/CMakeFiles/hermes2d-cplx-debug.dir/regul.cpp.o
Building CXX object src/CMakeFiles/hermes2d-real-debug.dir/mesh.cpp.o
Building CXX object src/CMakeFiles/hermes2d-real-debug.dir/regul.cpp.o
Building CXX object src/CMakeFiles/hermes2d-cplx-debug.dir/refmap.cpp.o
Building CXX object src/CMakeFiles/hermes2d-cplx-debug.dir/curved.cpp.o
Building CXX object src/CMakeFiles/hermes2d-real-debug.dir/refmap.cpp.o

certik

#!/usr/bin/python
# -*- coding: iso-8859-1 -*-
#
# progressbar - Text progressbar library for python
# Copyright (c) 2008 Nilton Volpato
#
# All rights reserved.
#
# Redistribution and use in source and binary forms, with or without
# modification, are permitted provided that the following conditions are met:

certik

$ python examples/intermediate/coupled_cluster.py 

Calculates the Coupled-Cluster energy- and amplitude equations
See 'An Introduction to Coupled Cluster Theory' by
T. Daniel Crawford and Henry F. Schaefer III
http://www.ccc.uga.edu/lec_top/cc/html/review.html

Using the hamiltonian: f^{p}_{q} \left\{a^\dagger_{p} a_{q}\right\} + \frac{1}{4} v^{pq}_{sr} \left\{a^\dagger_{p} a^\dagger_{q} a_{r} a_{s}\right\}
Calculating 4 nested commutators
commutator 1...

certik

mesh = """
a = 1.0  # size of the mesh
b = sqrt(2)/2

vertices =
{
  { 0, -a },    # vertex 0
  { a, -a },    # vertex 1
  { -a, 0 },    # vertex 2
  { 0, 0 },     # vertex 3

certik

$ git grep locals
bin/ifemhub:    def __init__(self, json, locals=None, filename="<console>",
bin/ifemhub:        code.InteractiveConsole.__init__(self, locals, filename)
onlinelab/service/engine/python/interpreter.py:                del self.locals['
onlinelab/service/engine/python/interpreter.py:            plots = self.locals.g
onlinelab/service/engine/python/interpreter.py:            js = self.locals.get(
onlinelab/service/engine/python/namespace.py:    def __init__(self, locals={}, d
onlinelab/service/engine/python/namespace.py:        if locals is not None:
onlinelab/service/engine/python/namespace.py:            self.update(locals)
(END) 

certik

[user]
    name = Ondrej Certik
    email = ondrej@certik.cz

[color]
    ui = auto
    interactive = true

[alias]
    ci = commit

certik

[100%] Building CXX object tutorial/52-eigenvalue-h2p/CMakeFiles/eigenvalue-h2p.dir/forms.cpp.o
/home/ondrej/repos/hermes/hermes2d/tutorial/52-eigenvalue-h2p/forms.cpp:3: error: ‘Func’ has not been declared
/home/ondrej/repos/hermes/hermes2d/tutorial/52-eigenvalue-h2p/forms.cpp:3: error: expected ‘,’ or ‘...’ before ‘<’ token
/home/ondrej/repos/hermes/hermes2d/tutorial/52-eigenvalue-h2p/forms.cpp: In function ‘Scalar bilinear_form_H(int, double*, int)’:
/home/ondrej/repos/hermes/hermes2d/tutorial/52-eigenvalue-h2p/forms.cpp:9: error: ‘e’ was not declared in this scope
/home/ondrej/repos/hermes/hermes2d/tutorial/52-eigenvalue-h2p/forms.cpp:11: error: there are no arguments to ‘wfun’ that depend on a template parameter, so a declaration of ‘wfun’ must be available
/home/ondrej/repos/hermes/hermes2d/tutorial/52-eigenvalue-h2p/forms.cpp:11: note: (if you use ‘-fpermissive’, G++ will accept your code, but allowing the use of an undeclared name is deprecated)
/home/ondrej/repos/hermes/hermes2d/tutorial/52-eigenvalu

certik

$ ./eigenvalue-h2p 
vertex_id_nucleus=226
ndof = 5020
Total running time for assembling matrices : 81.0938 s
Total running time for writing matrices to disk : 16.9294 s
Calling JDSYM...
solveGenEigenFromMtx.py:17: DeprecationWarning: PyArray_FromDimsAndDataAndDescr: use PyArray_NewFromDescr.
  k_conv, lmbd, Q, it, itall = jdsym.jdsym(A, M, K, eigenval_num, target_value, jdtol, max_iter, itsolvers.minres)
solveGenEigenFromMtx.py:17: DeprecationWarning: PyArray_FromDims: use PyArray_SimpleNew.
  k_conv, lmbd, Q, it, itall = jdsym.jdsym(A, M, K, eigenval_num, target_value, jdtol, max_iter, itsolvers.minres)

certik

<!-- SceneJS library -->

<script src="scenejs.js"></script>

<!-- JSON airplane model -->

<script src="airplane-model.js"></script>

<!-- WebGL canvas -->

certik

$ python examples/advanced/relativity.py 
Initial metric:
⎡  ν(r)                       ⎤
⎢-ℯ        0    0       0     ⎥
⎢                             ⎥
⎢         λ(r)                ⎥
⎢  0     ℯ      0       0     ⎥
⎢                             ⎥
⎢                2            ⎥
⎢  0       0    r       0     ⎥