- the test will use some really private data types,
valid only within the scope of the test function.
- invoking the builder for real got me into problems
with the aggregate initialisation I'd used.
Maybe it's the function pointers? Anyway, working
around that by definint a telescope ctor
the first part of the unit test (now passing)
is able to demonstrate the full set of diff operations
just by binding to a TestMutationTarget.
Now, after verifying the design of those primmitive operations,
we can now proceed with bindings to "real" data structures
when implementing the assignment and mutation primitives
it became clear that the original approach of just storing
a log or string rendered elements does not work: for
assignment, we need to locate an element by ID
now the full API for the "mutation primitives" is shaped.
Of course the actual implementation is missing, but that
should be low hanging fuit by now.
What still requires some thinking though is how to implement
the selector, so we'll actually get a onion shaped decorator
...basically we've now the list mutation primitives working,
albeit in a test/dummy implementation only. Next steps will
be to integrate the assignment and sub scope primitives,
and then to re-do the same implementation respectively
for the case of mutating a standard collection of arbitrary type
what's problematic is that we leave back waste in the
internal buffer holding the source. Thus it doesn't make
sense to check if this buffer is empty. Rather the
Mutator must offer an predicate emptySrc().
This will be relevant for other implementations as well
now this feels like making progress again,
even when just writing stubs ;-)
Moreover, it became clear that the "typing" of typed child collections
will always be ad hoc, and thus needs to be ensured on a case by case
base. As a consequence, all mutation primitives must carry the
necessary information for the internal selector to decide if this
primitive is applicable to a given decorator layer. Because
otherwise it is not possible to uphold the concept of a single,
abstracted "source position", where in fact each typed sub-collection
of children (and thus each "onion layer" in the decorator chain)
maintains its own private position
