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Capacity refers to the capability of a channel to transport data, typically measured in bits per channel usage.

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When channels are in a cascade and are independent is the capacity the sum?

Just wondering if two channels are independent then is the overall capacity, the sum of the individual capacities? Yes. … That directly results from the very definition of independence and of capacity! Now if these channels were independent and in a cascade would the overall capacity be 1−ε + 1−φ? Oh! …
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Can we broadcast two messages using NOMA?

Shannon capacity isn't exceeded) for the stronger signal, interfered by noise and the weaker signal. …
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What is the correct interpretation of the capacity formula with modulation?

since $(2) > (1)\quad\forall M>2$, and $(1)$ is an upper bound, $(2)$ must be incorrect, assuming it describes the same $C$.
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