Dimensional modeling of dynamic relational tree structures

I plan to provide a database that links several parent nodes in an E / R mode as an OLAP cube. My model is considering a tree, which should be dynamic, customizable.

To get a dimensional representation of a database, I need to convert my E / R database into a star schema, and the natural way to represent my tree is to map it to a dimensional hierarchy.

My problem arises when this dynamic tree needs to be set up, because now I can only conclude that every time this tree changes, the entire measurement table must be denormalized in accordance with the new tree diagram

   **FACT_TABLE**            **DIM_TABLE**
   DIM_TREE   METRIC                   NODE_LEVEL1   NODE_LEVEL2     NODE_LEVEL3 
   dim_id  leaf1_value       dim_id1   root_1        intermediate_1  leaf_1
   dim_id2 leaf2_value       dim_id2   root_1                        leaf_2

What if I want to change the tree structure (i.e. add a level, change its semantic value ...)? Do I need to resize the dimensioning again to define new fields and hierarchies?

In addition, sometimes I am asked to provide several logical trees that display sets of common leaves. This means that either I create a new dimension for a new logical aggregation, or I denormalize it in DIM_TABLE. In both cases, I need to change the scheme, and I break the granularity, since the value is counted as many times as the aggregation trees refer to it. I'm right?

Dimensioning / OLAP is appropriate for these requirements? If so, what is the best approach besides modeling the db schema for each aggregation tree and changing hierarchy / taxonomy?

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