Titlebook: Revisiting Searle on Deriving "Ought" from "Is"; Paolo Di Lucia,Edoardo Fittipaldi Book 2021 The Editor(s) (if applicable) and The Author(

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ory of constitutive rules, and legal theory.Provides an in-d.This book reconsiders the supposed impossibility of deriving "Ought" from "Is". John R. Searle’s 1964 article .How to Derive "Ought " from "Is’.’ sent shockwaves through the philosophical community by offering a straightforward counterexam

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On the Regulative Functions of Constitutive Rulestitutive rules. Many human activities and goals can be pursued in multiple ways, but constituting the approved or official way of doing things, as is so common in law, has the effect of making alternatives less eligible, less available, or less permitted, all of which can be seen as the regulative overhang of constitutive rules.

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“Ought” Is Spoken in Many Wayss to make up for that lack of nuance by distinguishing among three kinds of “ought”—a bouletic, an axiological, and an eidetic “ought”—and suggesting that this distinction can be used to cast light on the question of the validity of Searle’s derivation as a whole, as well as the validity of the “ought” he arrives at in its final step.

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Can Constitutive Rules Bridge the Gap Between Is- and Ought-Statements?f constitutive rules that I have proposed elsewhere to explain that they are partly descriptive and partly normative, and I argue that they support the derivation of objective ought-statements, but only against the background of a normative principle. Hence, they do not as such bridge the Is-Ought gap.

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Book 2021ated to a deep dive into Searle’s essay and its implications by international scholars with diverse backgrounds ranging from analytic philosophy, phenomenology, and logic, to moral philosophy and the philosophy and sociology of law.  With thirteen original chapters, the contributors provide fresh an

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John R. Searle function of the damped harmonic oscillator and study its behaviour if an impressed periodic source is applied. The Green’s function of the damped harmonic oscillator contains the Green’s function of the simple harmonic oscillator and the Green’s function related to the motion of a point mass in the