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Convergent thinking is the opposite of divergent thinking as it organizes and structures ideas and information, which follows a particular set of logical steps to arrive at one solution, which in some cases is a "correct" solution. The psychologist J. P. Guilford first coined the terms convergent thinking and divergent thinking in 1956.
Speech in approximation can converge or diverge from the patient, but is appropriately applied with convergence "Interpretability strategies focus on each speaker's conversational competence". [ 60 ] This means that the speaker communicates in a way to ensure the speaker understands the content of the message.
Convergent thinking is a term coined by Joy Paul Guilford as the opposite of divergent thinking. It generally means the ability to give the "correct" answer to questions that do not require novel ideas, for instance on standardized multiple-choice tests for intelligence .
A convergence-divergence zone (CDZ) is a neural network which receives convergent projections from the sites whose activity is to be recorded, and which returns divergent projections to the same sites.
If r < 1, then the series is absolutely convergent. If r > 1, then the series diverges. If r = 1, the ratio test is inconclusive, and the series may converge or diverge. Root test or nth root test. Suppose that the terms of the sequence in question are non-negative. Define r as follows:
Symbolic convergence theory (SCT) is a communication theory developed by Ernest Bormann proposing that the holding of fantasies in common transforms collections of individuals into cohesive groups. SCT offers an explanation for the appearance of a group's cohesiveness, consisting of shared emotions, motives, and meanings.
A sequence is convergent if and only if every subsequence is convergent. If every subsequence of a sequence has its own subsequence which converges to the same point, then the original sequence converges to that point. These properties are extensively used to prove limits, without the need to directly use the cumbersome formal definition.
Convergent validity in the behavioral sciences refers to the degree to which two measures that theoretically should be related, are in fact related. [1] Convergent validity, along with discriminant validity, is a subtype of construct validity. Convergent validity can be established if two similar constructs correspond with one another, while ...