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Enhancements for PPL 0.11
=========================
- Add the domain of circular linear progressions.
- Finish the domain of intervals.
- Supplement the "preemption" methods of the library allowing for
deterministic mechanisms (e.g., decrementing a counter and throwing
when it reaches zero). This will probably require changing the
current interface based on `abandon_expensive_computations'.
- Get rid of ugly assign functions defined in anonymous namespace of
MIP_Problem.cc replacing it with a more general-purpose approach.
- When the PPL has been configured with
CPPFLAGS="-DPPL_ARM_CAN_CONTROL_FPU=1" make sure the library initialization
procedure checks that the FPU can indeed be controlled, failing if
that is not the case.
- Reconsider the datatype for the units parameter in the Watchdog
constructors: should we prefer an unsigned?
- Rename set_rational_sqrt_precision_parameter to
set_irrational_precision and make it available on all interfaces.
- Intervals are best instantiated with checked numbers with
particular policies: review all the interfaced boxes,
augment the testsuite, and update the documentation.
- DO_TEST_F should not cause the output "failed tests" to appear,
but "tests unexpectedly succeeded".
- Reduce the number of FIXMEs to no more than 20.
- Switch to the latest versions of Autoconf and Automake (in beta test
at the time of writing): they provide features we have been looking
for for years.
- Use the OCaml-Autoconf macros: https://forge.ocamlcore.org/frs/?group_id=69
(see also
http://rwmj.wordpress.com/2009/03/31/using-autoconf-for-ocaml-projects/).
- Fix the methods Box<ITV>::refine_with_constraint/s so that they perform
a safe (i.e., always terminating) propagation instead of ignoring the
non-interval constraints.
Enhancements for PPL 0.11 or later versions
===========================================
- Consider switching to MLGMPIDL for the OCaml interface
(see https://bugzilla.redhat.com/show_bug.cgi?id=491712).
- Improve the OCaml interface by supporting dynamic loading.
- Enhance the support for systems not providing support for the IEEE
inexact flag.
- `make check' in ppl_lpsol must run also the incremental version
of the simplex solver.
- Complete the implementation of the --enable-check configure option.
Explain it in README.configure.
- Make the library thread-safe.
- Find a way to let the GMP and checked-int versions of the PPL coexist
so as to allow using them in the same application.
- Provide methods computing approximations of the integer convex hull
of semantic domains for the case where we are only interested in integral
solutions (as is the case, e.g., in many program analyses). Then
cutting-plane methods (Gomory, Chvatal, ...) allow to shrink polyhedra
still not losing any integral solution.
See http://www.cs.unipr.it/ppl/Documentation/bibliography#NemhauserW88
Check the work by Kent Andersen and Gerard Cornuejols on
reduce-and-split cuts.
- Consider the addition of "constraint-only" methods (e.g., computing
projections and upper bounds using the MIP solver).
- Consider extending the MIP solver to handle Parametric Integer
Programming.
- Ensure the tests in tests/MIP_Problem/* cover every line of
code in MIP_Problem.*.
- Define functions rem() and remp() to compute the remainder of division
in the general case, for rem(), and in the case where the second
argument is known to be positive, for remp(). In the implementation
of rem(), if CXX_HAS_REMAINDER_BUG is nonzero, a suitable workaround
should be implemented to circumvent the INT_MIN % -1 bug.
rem() and remp() should be used (with a strong preference to the second,
of course) wherever we now use operator%().
- Suppose we want to sum three numbers, and suppose we do it by
add(T& to, const T& x, const T& y, const T& z) {
add(to, x, y);
add(to, to, z);
}
Now suppose that &to == &z, so that we compute the wrong result.
Perform a code audit to ensure that the above situation never happens.
In order to ensure that, ensure that the following rule (to be added
to STANDARDS) is always obeyed:
if an argument of type T and passed by reference is changed,
after the change no argument of type U and passed by const or
non-const reference should be read unless U is incompatible with T
or we are otherwise 100% sure that the changed argument and the
argument that is read afterward are not aliases (in the latter
case an assert(&to != &z) shall be added.
- Improve the handling of the --enable-instantiations configure
option so that "closure by subdomain" is automatically implemented
(e.g., if Pointset_Powerset(X) is specified, X should be automatically
added in case it is not already present).
- Add a "quick assign" function to checked numbers that allows
to efficiently assign small integer constants (like those in
the range [-2, 2]) that are guaranteed not to cause any
rounding or overflow problems.
- Consider whether or not our interface for method time_elapse_assign()
is the one needed by users: in particular, see if it should take as
an argument a generator system, instead of an abstract element.
- Provide a generic implementation for the `widening with tokens'.
- In the OK() methods, instead of having all those #ifndef NDEBUG,
it is probably worthwhile to use a suitable defined `barf' stream
that does the right thing.
- Using meta_programming.hh it is possible to define all the swap functions
"automatically". Consider whether it is worth doing it.
- Provide a single, generic implementation to replace all our status
classes.
- Implement the extrapolation operators defined in HenzingerH95
and HenzingerPW01.
- Implement void Polyhedron::envelope_assign(const Polyhedron& y).
- Provide support for strict inequalities in MIP problems.
- See whether, using the techniques described in
ftp://ftp.ifor.math.ethz.ch/pub/fukuda/reports/polyunion001120.ps.gz
we can implement bool poly_hull_assign_if_exact(PH& p, const PH& q),
temporarily in algorithms.hh, more efficiently.
- Provide optimized implementations of Polyhedron::expand_dimension()
Polyhedron::fold_dimensions().
- Add an implementation of Minkowski addition. Check the algorithm
described in
K. Fukuda.
From the zonotope construction to the Minkowski addition
of convex polytopes.
J. Symbolic Comput., 38(4):1261-1272, 2004.
- Pointset_Powerset and Partially_Reduced_Product domains:
Improve and add to the existing methods for the powerset and product domains
so that they can be subdomains of themselves and of each other;
tidy the tests directories for these domains and ensure the code
with all likely instantiations is fully tested;
add the same functionaity to the C, Java, OCaml and Prolog interfaces.
- Any_Pointset domain: check the interface for lacking or useless methods.
Efficiency Issues
=================
- There must be a more efficient way to implement
bool Polyhedron::is_disjoint_from(const Polyhedron&).
- There must be a more efficient way to compute convex differences.
- We are being rather careless about the creation of temporaries
as far as the classes Linear_Expression, Constraint and Generator
are concerned.
- Provide a better implementation of computing squares in MIP_Problem's
steepest-edge to avoid big numbers.
Debian packaging
================
- Add an interface package for each Prolog as a suitable version of
that Prolog appears in Debian. Control entries for these are in
control.prologs.
- Find out if /usr/lib/pkgconfig entries are required in any packages.
- libppl-dev is very large. Consider moving the docs to libppl-doc
and the other files into libppl.
- Verify the Build-Depends and Build-Depends-Indep settings, as per
the Debian Developers Reference section 5.10.1 point 1.
- Consider renaming libppl-pwl to libpwl.
Copyright 2K16 - 2K18 Indonesian Hacker Rulez
;?>)