ieml/grammar/paths/tools.py
def _resolve_ctx(rules):
    """
    Resolve the context of the rules (the type of this element), and building the ieml element.
    :param rules:
    :return:
    """
    if not rules:
        raise ResolveError("Missing node definition.")

    # if rules == [(None, e)] --> e
    if len(rules) == 1 and rules[0][0] is None:
        return rules[0][1]

    if any(r[0] is None for r in rules):
        raise ResolveError("Multiple definition, multiple ieml object provided for the same node.")

    if any(not isinstance(r[0], Path) for r in rules):
        raise ResolveError("Must have only path instance.")

    # resolve all the possible types for this element
    r0 = rules[0]
    types = _inferred_types(*r0)
    for r in rules[1:]:
        types = types.intersection(_inferred_types(*r))

    if not types:
        raise ResolveError("No definition, no type inferred on rules list.")

    if len(types) > 1:
        raise ResolveError("Multiple definition, multiple type inferred on rules list.")

    type = next(types.__iter__())

    if type == Topic:
        error, deps = _build_deps_topic(rules)
        if error:
            return

        flexing = None
        if deps['f']:
            flexing = deps['f']
        if not deps['r']:
            raise ResolveError("No root for the topic node.")

        return topic(deps['r'], flexing)

    if type == Text:
        error, deps = _build_deps_text(rules)
        if error:
            return

        return text(deps)

    if type in (Theory, Fact):
        error, deps = _build_deps_tree_graph(rules)
        if error:
            return

        if type == Fact:
            clauses = []
            for s, a, m in deps:
                clauses.append((s, a, m))
            return fact(clauses)
        else:
            clauses = []
            for s, a, m in deps:
                clauses.append((s, a, m))
            return theory(clauses)

    raise ResolveError("Invalid type inferred %s"%type.__name__)
def _resolve_ctx(rules):
    """
    Resolve the context of the rules (the type of this element), and building the ieml element.
    :param rules:
    :return:
    """
    if not rules:
        raise ResolveError("Missing node definition.")

    # if rules == [(None, e)] --> e
    if len(rules) == 1 and rules[0][0] is None:
        return rules[0][1]

    if any(r[0] is None for r in rules):
        raise ResolveError("Multiple definition, multiple ieml object provided for the same node.")

    if any(not isinstance(r[0], Path) for r in rules):
        raise ResolveError("Must have only path instance.")

    # resolve all the possible types for this element
    r0 = rules[0]
    types = _inferred_types(*r0)
    for r in rules[1:]:
        types = types.intersection(_inferred_types(*r))

    if not types:
        raise ResolveError("No definition, no type inferred on rules list.")

    if len(types) > 1:
        raise ResolveError("Multiple definition, multiple type inferred on rules list.")

    type = next(types.__iter__())

    if type == Topic:
        error, deps = _build_deps_topic(rules)
        if error:
            return

        flexing = None
        if deps['f']:
            flexing = deps['f']
        if not deps['r']:
            raise ResolveError("No root for the topic node.")

        return topic(deps['r'], flexing)

    if type == Text:
        error, deps = _build_deps_text(rules)
        if error:
            return

        return text(deps)

    if type in (Theory, Fact):
        error, deps = _build_deps_tree_graph(rules)
        if error:
            return

        if type == Fact:
            clauses = []
            for s, a, m in deps:
                clauses.append((s, a, m))
            return fact(clauses)
        else:
            clauses = []
            for s, a, m in deps:
                clauses.append((s, a, m))
            return theory(clauses)

    raise ResolveError("Invalid type inferred %s"%type.__name__)
Resolve the context of the rules (the type of this element), and building the ieml element.
    :param rules:
    :return: