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1. TreeModelSort :: ManagedPtr TreeModelSort -> TreeModelSort

   gi-gtk4	GI.Gtk.Objects.TreeModelSort

   No documentation available.

2. constructTreeModelSortModel :: (IsTreeModelSort o, MonadIO m, IsTreeModel a) => a -> m (GValueConstruct o)

   gi-gtk4	GI.Gtk.Objects.TreeModelSort

   Construct a GValueConstruct with valid value for the “model” property. This is rarely needed directly, but it is used by new.

3. getTreeModelSortModel :: (MonadIO m, IsTreeModelSort o) => o -> m TreeModel

   gi-gtk4	GI.Gtk.Objects.TreeModelSort

   Get the value of the “model” property. When overloading is enabled, this is equivalent to

   get treeModelSort #model
   

4. toTreeModelSort :: (MonadIO m, IsTreeModelSort o) => o -> m TreeModelSort

   gi-gtk4	GI.Gtk.Objects.TreeModelSort

   Cast to TreeModelSort, for types for which this is known to be safe. For general casts, use castTo.

5. treeModelSortClearCache :: (HasCallStack, MonadIO m, IsTreeModelSort a) => a -> m ()

   gi-gtk4	GI.Gtk.Objects.TreeModelSort

   Deprecated: (Since version 4.10)

6. treeModelSortConvertChildIterToIter :: (HasCallStack, MonadIO m, IsTreeModelSort a) => a -> TreeIter -> m (Bool, TreeIter)

   gi-gtk4	GI.Gtk.Objects.TreeModelSort

   Deprecated: (Since version 4.10)

7. treeModelSortConvertChildPathToPath :: (HasCallStack, MonadIO m, IsTreeModelSort a) => a -> TreePath -> m (Maybe TreePath)

   gi-gtk4	GI.Gtk.Objects.TreeModelSort

   Deprecated: (Since version 4.10)

8. treeModelSortConvertIterToChildIter :: (HasCallStack, MonadIO m, IsTreeModelSort a) => a -> TreeIter -> m TreeIter

   gi-gtk4	GI.Gtk.Objects.TreeModelSort

   Deprecated: (Since version 4.10)

9. treeModelSortConvertPathToChildPath :: (HasCallStack, MonadIO m, IsTreeModelSort a) => a -> TreePath -> m (Maybe TreePath)

   gi-gtk4	GI.Gtk.Objects.TreeModelSort

   Deprecated: (Since version 4.10)

10. treeModelSortGetModel :: (HasCallStack, MonadIO m, IsTreeModelSort a) => a -> m TreeModel

    gi-gtk4	GI.Gtk.Objects.TreeModelSort

    Returns the model the GtkTreeModelSort is sorting.

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