Filtered hierarchical data - previous available ancestor?

I'm trying to find a solution to a problem with hierarchical data and the concept of the closest available ancestor – my platform is gr 10, 2 and 11 GR 2.  I give myself a few hierarchical data (in its simplest form it is in the form ID, NAME, PARENT_ID, where of the PARENT_ID since ID links).

For example:

with qryData like)

Select 1 as ID, 'Bert' as NAME, to_number (null) as PARENT_ID from dual union

Select 2 as ID, 'Brand', 1 double Union

Select 3 as ID, 'Brenda', 1 double Union

Select option 4 as ID, 'Mike', 3 double Union

Select 5 as ID, 'Steve', 4 double Union

Select 6 as ID, 'John', 2 double Union

Select 7 as ID, 'Jo', 6 double Union

Select ID, "Jim", 2 double Union 8

Select 9 as ID, 'Jane', the double 7

)

Select q.*, sys_connect_by_path (ID, ' /') ID_PATH

of qryData q

Start by parent_id is null

Connect ID PARENT_ID = prior

/

ID NAME PARENT_ID ID_PATH

---------- ------ ---------- ----------------

1 Bert 1

2. Mark 1/1/2

6 Jean 2/1/2/6

7 Jo 6/1/2/6/7

Jane 9 7/1/2/6/7/9

8 Jim 2/1/2/8

3 Brenda-1/1/3

4 mike 3/1/3/4

5 Steve 4/1/3/4/5

In reality, this data set can be several thousand rows with dozens of levels of nesting, the several nodes to start without parent but especially often filtered, so some arbitrary lines are missing.  When this happens, I need to find the closest available ancestor that appears in the list. "The closest available ancestor" is closest relationship to ancestor in your family tree which still exists in the filtered list found from parent, then upward contuniing to grandparent, great-grandparent... nth grandparent grand until an ancestor is found.


For example:

ID NAME PARENT_ID ID_PATH AVAIL_ANCESTOR_ID

---------- ------ ---------- ------------- -----------------

1 Bert 1

Jean 6 2 1 1/2/6

Jim 8 2 1 1/2/8

Jane 9 7 6 1/2/6/7/9

Brenda 3 1 1 1/3

Steve 5 4 3 1/3/4/5

For example.  Who is Steve closest ancestor in the filtered list?

Steve's family tree is: / Bert/Brenda/Mike/Steve

Mike (ID = 4) is not in the filtered list, so we move on Brenda, what is.  Brenda, ID = 3, so ANCESTOR_ID = 3

I have access to the original table, so that can join the list filtered to the full table, I can also ask other columns (such as ROWID, and ROWNUM, LEVEL SYS_CONNECT_ROOT) to be included in the filtered set.  I tried various methods to achieve this, but all seem to be quite poor in performance (the columns ID and PARENT_ID indexed as appropriate) or does not quite give the correct result, such as...

1. the analysis of the ID_PATH and the treewalking on this basis and to join the list...

Select distinct CUSTOMER_ID, regexp_substr (ID_PATH, "[^ /] +', 1, level") as ANCESTOR_ID

of qryData

connect regexp_substr (ID_PATH, "[^ /] +', 1, level") is not null

2 anti-assemblage to return to the full list in order to identify the missing elements, then for those treewalking.

3 write a function that return treewalks.

It of a difficult problem, so someone can think a solution that works well?  Ideally, I try to find a SQL based solution?

Hello

paulzip wrote:

It is a clever solution!  The only problem I have is that I wouldn't be able to generate "good_id_path" as part of the filtered list, filtering is not done by me and is done once the id_path is generated.  I have to join the most complete list list filtered back to generate, unless there is a tweak to do?

I see it; You are given connect_by_results (with id_path), and that's what you have to work with, in addition to the original table.

Here's one way:

SELECT d.id d.name, d.parent_id, d.id_path

MIN (a.id) DUNGEON (DENSE_RANK LAST ORDER BY a.id_path) AS avail_ancestor_id

OF connect_by_results d

LEFT OUTER JOIN connect_by_results has the d.id_path AS a.id_path. '/%'

GROUP BY d.id d.name, d.parent_id, d.id_path

ORDER BY d.id_path

;

The fastest way depends on a lot of things, some may not be known until the moment of execution.  The query above could be better if the number of rows in the result set is small, but you don't know anything else about them (for example, if all have a common ancestor).

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