= Effect algebra
{wiki=Effect_algebra}
Effect algebra is a mathematical structure that originates from the study of quantum mechanics and the foundations of probability theory. It provides a framework for discussing the concepts of effects, states, and observables in a generalized manner that captures certain features of quantum systems without requiring a full Hilbert space representation. \#\#\# Key Concepts in Effect Algebra: 1. **Effects**: In the context of quantum mechanics, an effect can be understood as a positive operator that corresponds to the outcome of a measurement.
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