Computer Sciences > GATE 2024 Set-2 > ER Model
In the context of owner and weak entity sets in the ER (Entity-Relationship) data model, which one of the following is TRUE?
A
Only weak entity sets MUST have total participation in the identifying relationship
B
Only owner entity sets MUST have total participation in the identifying relationship
C
Both weak and owner entity sets MUST have total participation in the identifying relationship
D
Neither weak entity set nor owner entity set MUST have total participation in the identifying relationship

Correct : a

To determine the correct participation constraints in an Entity-Relationship (ER) model, let us analyze the structural relationship between a weak entity set and its identifying owner entity set.
1. Understanding Weak Entity Sets: • A weak entity set is an entity set that does not possess sufficient attributes to form a primary key on its own. It depends on a dominant entity set, known as the identifying owner (or parent entity set), to exist.
• Because a weak entity cannot exist without its owner, every single member of the weak entity set must be linked to an owner entity via the identifying relationship set.
• This absolute dependency means the weak entity set must always have total participation (indicated by a double line in ER diagrams) in the identifying relationship.
2. Understanding Owner Entity Sets: • The owner entity set (or strong entity set) exists completely independently of the weak entity set. It possesses its own standalone primary key.
• An owner entity can exist perfectly fine in the database without being associated with any weak entities. For example, in a database mapping a Company_Branch (Owner) to its Physical_Rooms (Weak), a branch can open up without any rooms assigned to it yet.
• Therefore, the owner entity set has partial participation in the identifying relationship—it is not required or forced to participate.
Conclusion: Only the weak entity set is structurally mandated to have total participation in the identifying relationship. This directly validates option (a).

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