# Changeset 1506

Ignore:
Timestamp:
Sep 13, 2009 1:06:17 PM (11 years ago)
Message:

trunk: Preperation for using sets instead of bit patterns for sparsity.

doxyfile.in: include private member variables and static members of a file.
example/makefile.in: update corresponding version of makefile.am.
makefile.am: include connection.hpp in distribution.
makefile.in: changes automatically transferred from makefile.am
prototype.hpp: fix comment about check assumptions in doxygen.
forward_jac_sweep.hpp: start conversion to using connection for sparisty.
sparse_binary_op.hpp: start conversion to using connection for sparisty.

Location:
trunk
Files:
7 edited

### Legend:

Unmodified
Removed

 r1497 is the j-th order Taylor coefficient corresponding to z. \par Checked Assertions where op is a unary operator with one result: \par Checked Assertions \li NumArg(op) == 1 \li NumRes(op) == 1 is the zero order Taylor coefficient corresponding to z. \par Checked Assertions where op is the unary operator with one result: \par Checked Assertions \li NumArg(op) == 1 \li NumRes(op) == 1 \par Checked Assumptions where op is a unary operator with one result: \par Checked Assumptions \li NumArg(op) == 1 \li NumRes(op) == 1 the autillary result y. \par Checked Assertions where op is a unary operator with two results: \par Checked Assertions \li NumArg(op) == 1 \li NumRes(op) == 2 the autillary result y. \par Checked Assertions where op is the unary operator with two result: \par Checked Assertions \li NumArg(op) == 1 \li NumRes(op) == 2 \par Checked Assumptions where op is a unary operator with one result: \par Checked Assumptions \li NumArg(op) == 1 \li NumRes(op) == 2 is the \a d-th order Taylor coefficient corresponding to z. \par Checked Assertions where op is a binary operator: \par Checked Assertions \li NumArg(op) == 2 \li NumRes(op) == 1 is the zero order Taylor coefficient corresponding to z. \par Checked Assertions where op is a binary operator: \par Checked Assertions \li NumArg(op) == 2 \li NumRes(op) == 1 the k-th order Taylor coefficient for y. \par Checked Assumptions where op is a binary operator with one result: \par Checked Assumptions \li NumArg(op) == 2 \li NumRes(op) == 1 is the \a d-th order Taylor coefficient corresponding to z_j. \par Checked Assertions where op is a binary operator: \par Checked Assertions \li NumArg(op) == 2 \li NumRes(op) == 3 is the zero order Taylor coefficient corresponding to z_j. \par Checked Assertions where op is a binary operator: \par Checked Assertions \li NumArg(op) == 2 \li NumRes(op) == 3 the k-th order Taylor coefficient for y. \par Checked Assumptions where op is a binary operator with one result: \par Checked Assumptions \li NumArg(op) == 2 \li NumRes(op) == 3