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The decoding of a message is how an audience member is able to understand, and interpret the message. It is a process of interpretation and translation of coded information into a comprehensible form. The audience is trying to reconstruct the idea by giving meanings to symbols and by interpreting messages as a whole.
[10] [16] Once the message reaches the receiver, the reverse process of decoding is applied: the receiver attaches meaning to the signs according to their own field of experience. This way, they try to reconstruct the sender's original idea. The process continues when the receiver returns a new message as feedback to the original sender. [1] [20]
Outline (list) An outline, also called a hierarchical outline, is a list arranged to show hierarchical relationships and is a type of tree structure. An outline is used [1] to present the main points (in sentences) or topics ( terms) of a given subject. Each item in an outline may be divided into additional sub-items.
The cultural theorist Stuart Hall was one of the main proponents of reception theory, first developed in his 1973 essay 'Encoding and Decoding in the Television Discourse'. His approach, called the encoding/decoding model of communication, is a form of textual analysis that focuses on the scope of "negotiation" and "opposition" by the audience ...
The source–message–channel–receiver model is a linear transmission model of communication. It is also referred to as the sender–message–channel–receiver model, the SMCR model, and Berlo's model. It was first published by David Berlo in his 1960 book The Process of Communication. It contains a detailed discussion of the four main ...
ASN.1 is a data type declaration notation. It does not define how to manipulate a variable of such a type. Manipulation of variables is defined in other languages such as SDL (Specification and Description Language) for executable modeling or TTCN-3 (Testing and Test Control Notation) for conformance testing.
Prewriting. Prewriting is the first stage of the writing process, typically followed by drafting, revision, editing and publishing. [1] [2] [3] Prewriting can consist of a combination of outlining, diagramming, storyboarding, and clustering (for a technique similar to clustering, see mindmapping ).
Formally, a parity check matrix H of a linear code C is a generator matrix of the dual code, C ⊥. This means that a codeword c is in C if and only if the matrix-vector product Hc ⊤ = 0 (some authors [1] would write this in an equivalent form, cH ⊤ = 0.) The rows of a parity check matrix are the coefficients of the parity check equations. [2]