Its built-in chemistry intelligence allows working with chemical structures as easily as with alphanumerical data.
Literature[ edit ] Literary criticism is the analysis of literature. The focus can be as diverse as the analysis of Homer or Freud. While not all literary-critical methods are primarily analytical in nature, the main approach to the teaching of literature in the west since the mid-twentieth century, literary formal analysis or close reading, is.
This method, rooted in the academic movement labelled The New Criticismapproaches texts — chiefly short poems such as sonnetswhich by virtue of their small size and significant complexity lend themselves well to this type of analysis — as units of discourse that can be understood in themselves, without reference to biographical or historical frameworks.
This method of analysis breaks up the text linguistically in a study of prosody the formal analysis of meter and phonic effects such as alliteration and rhymeand cognitively in examination of the interplay of syntactic structures, figurative language, and other elements of the poem that work to produce its larger effects.
Mathematical analysis Modern mathematical analysis is the study of infinite processes. It is the branch of mathematics that includes calculus. It can be applied in the study of classical concepts of mathematics, such as real numberscomplex variablestrigonometric functionsand algorithmsor of non-classical concepts like constructivismharmonicsinfinityand vectors.
Florian Cajori explains in A History of Mathematics the difference between modern and ancient mathematical analysis, as distinct from logical analysis, as follows: The terms synthesis and analysis are used in mathematics in a more special sense than in logic.
In ancient mathematics they had a different meaning from what they now have. The oldest definition of mathematical analysis as opposed to synthesis is that given in [appended to] EuclidXIII. To remove all doubt, the Greeks, as a rule, added to the analytic process a synthetic one, consisting of a reversion of all operations occurring in the analysis.
Thus the aim of analysis was to aid in the discovery of synthetic proofs or solutions. The synthetic proof proceeds by shewing that the proposed new truth involves certain admitted truths.
An analytic proof begins by an assumption, upon which a synthetic reasoning is founded. The Greeks distinguished theoretic from problematic analysis. A theoretic analysis is of the following kind.
To prove that A is B, assume first that A is B. If this be known a falsity, A is not B. But if this be a known truth and all the intermediate propositions be convertiblethen the reverse process, A is E, E is D, D is C, C is B, therefore A is B, constitutes a synthetic proof of the original theorem.
Problematic analysis is applied in all cases where it is proposed to construct a figure which is assumed to satisfy a given condition. The problem is then converted into some theorem which is involved in the condition and which is proved synthetically, and the steps of this synthetic proof taken backwards are a synthetic solution of the problem.HOW4 features a state-of-the-art platform that allows network analysis in large and complex organizations based on the analysis of the working interactions among people thanks to a very short survey (4 questions in the basic module).
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