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Polymath: a person whose expertise spans a significant number of different subject areas Rhe Flood; flow; gush; burst: Logorrhea: a flood of words spoken quickly (see log) Scop; scept Look at; examine: Kaleidoscope: A toy in which reflections from mirrors make patterns Sphere: Ball Atmosphere: the layer of air and gas around the Earth and other ...
For example, it explains experts' ability to recall large amounts of material displayed for only brief study intervals, provided that the material comes from their domain of expertise. When unfamiliar material (not from their domain of expertise) is presented to experts, their recall is no better than that of novices.
But not all of the coinages caught on and became permanent additions to the lexicon; for example, любомудрие (ljubomudrie) was promoted by 19th-century Russian intellectuals as a calque of "philosophy", but the word eventually fell out of fashion, and modern Russian instead uses the loanword философия (filosofija).
Examples of this include individual wisdom, experience, insight, motor skill, and intuition. [1] An example of "explicit" information that can be recorded, conveyed, and understood by the recipient is the knowledge that London is in the United Kingdom.
For example, the Odin article links to a list of names of Odin, which include kennings. A few examples of Odin's kennings are given here. A few examples of Odin's kennings are given here. For a scholarly list of kennings see Meissner's Die Kenningar der Skalden (1921) or some editions of Snorri Sturluson 's Skáldskaparmál .
A priori and a posteriori knowledge – these terms are used with respect to reasoning (epistemology) to distinguish necessary conclusions from first premises.. A priori knowledge or justification – knowledge that is independent of experience, as with mathematics, tautologies ("All bachelors are unmarried"), and deduction from pure reason (e.g., ontological proofs).
For example, oxygen is necessary for fire. But one cannot assume that everywhere there is oxygen, there is fire. A condition X is sufficient for Y if X, by itself, is enough to bring about Y. For example, riding the bus is a sufficient mode of transportation to get to work.
A feature affecting clarity in seeing a scientific word's components is haplology, i.e. removing one of two identical or similar syllables that meet at the junction point of a compound word. Examples are: appendectomy = appendix, appendicis, (Latin for "appendix") + -ectomy (ultimately from Greek τομή, "a cutting")