To overcome difficulties in Readers-Writers problem, which of the following statement/s is/are true? 1) Writers are given exclusive access to shared objects 2) Readers are given exclusive access to shared objects 3) Both readers and writers are given exclusive access to shared objects.
1 only
The Readers-Writers problem is a classic synchronization problem in concurrent programming. It involves multiple processes that need to access a shared resource, such as a file or a database. Some processes are readers (they only read data), and others are writers (they modify data).
The main challenge is to allow multiple readers to access the resource simultaneously while ensuring that only one writer can access the resource at any given time, and no reader can access the resource while a writer is writing.
Let's analyze the given statements regarding overcoming difficulties in the Readers-Writers problem:
Based on the analysis, only statement 1 accurately describes a condition necessary to overcome the difficulties in the Readers-Writers problem. Writers require exclusive access to maintain data integrity.
| Process Type | Access Requirement for Correctness | Can multiple access concurrently? |
|---|---|---|
| Reader | Reads only, does not modify | Yes (if no writer is active) |
| Writer | Modifies data | No (requires exclusive access) |
Solving the Readers-Writers problem typically involves using synchronization mechanisms like semaphores or mutexes. Different variations of the problem exist, such as the "readers-preferring" solution (where readers have priority, potentially starving writers) and the "writers-preferring" solution (where writers have priority, potentially starving readers).
A common approach uses:
The logic ensures that when a writer wants to access the resource, it waits until no readers or other writers are present. Readers are allowed in as long as no writer is present, and the first reader to enter and the last reader to exit perform additional synchronization steps (often involving locking/unlocking the write semaphore) to coordinate with writers.
Suppose P, Q and R are co-operating processes satisfying Mutual Exclusion condition. Then if the process Q is executing in its critical section then