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For example, instead of saying "Method X is the best one" say, instead: "Method X improves results". Use language similar to what you would use in a conversation. Many people use more technical language when writing articles and speaking at conferences, but try to use more understandable prose in conversation.
The Jane Schaffer method is a formula for essay writing that is taught in some U.S. middle schools and high schools.Developed by a San Diego teacher named Jane Schaffer, who started offering training and a 45-day curriculum in 1995, it is intended to help students who struggle with structuring essays by providing a framework.
In philosophy and the arts, a fundamental distinction is between things that are abstract and things that are concrete. While there is no general consensus as to how to precisely define the two, examples include that things like numbers , sets , and ideas are abstract objects, while plants , dogs , and planets are concrete objects. [ 1 ]
A concrete communication uses specific facts and figures. [1] Concreteness is often taught in college communication courses as one of the aspects of effective communication. [ 2 ] Counselors, attorneys, job interviewers , etc. often prod their interviewees to speak with greater concreteness.
Expository writing is a type of writing where the purpose is to explain or inform the audience about a topic. [13] It is considered one of the four most common rhetorical modes. [14] The purpose of expository writing is to explain and analyze information by presenting an idea, relevant evidence, and appropriate discussion.
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Experimental literature is a genre of literature that is generally "difficult to define with any sort of precision." [1] It experiments with the conventions of literature, including boundaries of genres and styles; for example, it can be written in the form of prose narratives or poetry, but the text may be set on the page in differing configurations than that of normal prose paragraphs or in ...
A concrete category is a pair (C,U) such that . C is a category, and; U : C → Set (the category of sets and functions) is a faithful functor.; The functor U is to be thought of as a forgetful functor, which assigns to every object of C its "underlying set", and to every morphism in C its "underlying function".