Models The word “model” is highly ambiguous, and there is no uniform terminology used by either scientists or philosophers. Here, a model is considered to be a representation of some object, behavior, or system that one wants to understand. This article presents the most common type of models found in science as well as the different relations—traditionally called “analogies”—between models and between a given model

Omnipotence Omnipotence is the property of being all-powerful; it is one of the traditional divine attributes in Western conceptions of God. This notion of an all-powerful being is often claimed to be incoherent because a being who has the power to do anything would, for instance, have the power to draw a round square. However, it is absurd to suppose that any being, no matter how powerful,

Epistemic Luck Epistemic luck is a generic notion used to describe any of a number of ways in which it can be accidental, coincidental, or fortuitous that a person has a true belief. For example, one can form a true belief as a result of a lucky guess, as when one believes through guesswork that “C” is the right answer to a multiple-choice question and

Egalitarianism Are all persons of equal moral worth? Is variation in income and wealth just? Does it matter that the allocation of income and wealth is shaped by undeserved luck? No one deserves the family into which they are born, their innate abilities, or their starting place in society, yet these have a dramatic impact on life outcomes. Keeping in mind the extreme inequality in

Marcus Aurelius (121—180 C.E.) The philosophy of the Roman Emperor Marcus Aurelius can be found in a collection of personal writings known as the Meditations. These reflect the influence of Stoicism and, in particular, the philosophy of Epictetus, the Stoic. The Meditations may be read as a series of practical philosophical exercises, following Epictetus’ three topics of study, designed to digest and put into practice

Institution Theory Institution theory is a very general mathematical study of formal logical systems—with emphasis on semantics—that is not committed to any particular concrete logical system. This is based upon a mathematical definition for the informal notion of logical system, called institution, which includes both syntax and semantics as well as the relationship between them. Because of its very high level of abstraction, this definition accommodates not only