Why is CAP Theorem true?
Why is CAP Theorem true?
The CAP Theorem, also known as Brewer's Theorem, is a fundamental principle in distributed systems that states it is impossible for a distributed system to simultaneously provide all three of the following guarantees: Consistency, Availability, and Partition Tolerance. The theorem was first introduced by Eric Brewer in 2000 and later formally proven by Seth Gilbert and Nancy Lynch in 2002.
To understand why the CAP Theorem is true, let's break down the three properties it addresses:
The CAP Theorem asserts that in the presence of a network partition (P), a distributed system must choose between ensuring consistency (C) or ensuring availability (A). This is because a network partition divides the system into isolated sub-systems that cannot communicate with each other, forcing a trade-off between consistency and availability.
Consider a simple distributed system with two nodes, $$G_1$$ and $$G_2$$, and a client that can send read and write requests to either node. Initially, both nodes have the same value for a variable $$v$$.
Network Partition: Suppose a network partition occurs, isolating $$G_1$$ from $$G_2$$. The client sends a write request to $$G_1$$ to update $$v$$ to a new value $$v_1$$. Since $$G_1$$ cannot communicate with $$G_2$$ due to the partition, $$G_2$$ still holds the old value $$v_0$$.
Consistency vs. Availability:
middle
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