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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.
The "thesis statement" comes from the concept of a thesis (θέσῐς, thésis) as it was articulated by Aristotle in Topica. Aristotle's definition of a thesis is "a conception which is contrary to accepted opinion." He also notes that this contrary view must come from an informed position; not every contrary view is a thesis. [3]
A thesis can also be used to point out the subject of each body paragraph. When a thesis essay is applied to this format, the first paragraph typically consists of a narrative hook, followed by a sentence that introduces the general theme, then another sentence narrowing the focus of the one previous. (If the author is using this format for a ...
In constructive mathematics, Church's thesis is the principle stating that all total functions are computable functions. The similarly named Church–Turing thesis states that every effectively calculable function is a computable function , thus collapsing the former notion into the latter.
The theory of grammar meets the criterion of conceptual necessity; this is the Strong Minimalist Thesis introduced by Chomsky in (2001). [5] Consequently, language is an optimal association of sound with meaning; the language faculty satisfies only the interface conditions imposed by the A-P and C-I performance systems; PF and LF are the only ...
To show that a conclusion is underdetermined, one must show that there is a rival conclusion that is equally well supported by the standards of evidence. A trivial example of underdetermination is the addition of the statement "whenever we look for evidence" (or more generally, any statement which cannot be falsified). For example, the ...
This formula says that the zeros of the Riemann zeta function control the oscillations of primes around their "expected" positions. Riemann knew that the non-trivial zeros of the zeta function were symmetrically distributed about the line s = 1/2 + it , and he knew that all of its non-trivial zeros must lie in the range 0 ≤ Re( s ) ≤ 1.
A statement form can be shown to be a logical truth by either (a) showing that it is a tautology or (b) by means of a proof procedure. The corresponding conditional of a valid argument is a necessary truth (true in all possible worlds ) and so the conclusion necessarily follows from the premises, or follows of logical necessity.