What is another word for logical structure?

Pronunciation: [lˈɒd͡ʒɪkə͡l stɹˈʌkt͡ʃə] (IPA)

There are several synonymous terms for the phrase "logical structure." One common phrase is "organizational framework," which refers to the way in which a system or idea is arranged in a logical sequence. Another related term is "conceptual structure," which focuses on the underlying principles or ideas that guide the organization of a given system. Additionally, "systems architecture" is a term commonly used in computer science and engineering to describe the organization and design of complex technological systems. Regardless of the specific term used, a logical structure or framework serves as a crucial tool for summarizing complex information and guiding decision-making processes in a variety of domains.

What are the hypernyms for Logical structure?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.

Famous quotes with Logical structure

  • Thus, in general, in the first instance, the direction of interest in empirical fact will be canalised by the logical structure of the theoretical system.
    Talcott Parsons
  • Finally, the claim that we equated punctuated equilibrium with saltation makes no sense within the logical structure of our theory — so, unless we are fools, how could we ever have asserted such a proposition? Our theory holds, as a defining statement, that ordinary allopatric speciation, unfolding gradually at microevolutionary scales, translates to punctuation in geological time.
    Stephen Jay Gould
  • A framework as it applies to enterprises is simply a logical structure for classifying and organising the descriptive representations of an enterprise that are significant to the management of the enterprise as well as to the development of the enterprise's system [with the aim of] rationalising the carious concepts and specifications in order to provide for clarity of professional communication, to allow for improving and integrating development methodologies and tools, and to establish credibility and confidence in the investment of systems resources.
    John Zachman
  • A point has no existence by itself. It exists only as a part of the pattern of relationships which constitute the geometry of Euclid.The right way to ask the question is: How does the concept of a point fit into the logical structure of Euclid's geometry? ...It cannot be answered by a definition.
    Freeman Dyson

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