Michele Pasin / Quotes

Leibniz's law

Quantitative identity is governed by a strict logic, summed up in what has become known as Leibniz’s law. In essence this says that if x and y are the same object, then what is true of x at any given time is also true of y at that same time. This is why two merely qualitatively identical bowling balls are not the same ball. If it is true of the first that it is on top of the second, then it cannot also be true of the second that it is on top of the first. If, however, I am told that ball x has the same size, weight, colour, composition and location as ball y, at the same time, then I know ball x is ball y. It’s the same logic that enables you to know that if Colonel Mustard was in the same room as the murderer, and that the only people in the room were the murderer and the victim, and that Colonel Mustard is not the victim, then Colonel Mustard is the murderer. The logic is unavoidable.

Saved 23 April 2015

#identity #logic #objects

AI builds on logic as thought

Logical reasoning requires the manipulation of sentences described in a logical language. These sentences can be interpreted as representing concepts such as…

Introducing Artificial Intelligence (Henry Brighton and Howard Selina) #logic #reasoning #knowledge-representation #artificial-intelligence

Alternatives to gold model open access

Are there no alternatives to this commodified, market-oriented logic currently in play in scientific publishing? Will this logic (and its serious…

Nature-branded Journal Goes Open Access-only: Can We Celebrate Already? | Open Knowledge Foundation Blog #logic #science #publishing-houses #play

Can common sense be formalized?

The CYC project is entering its final phase, with Lenat predicting a 50% chance of success. Apart from the practical benefits of a successful CYC project, the…

Introducing Artificial Intelligence (Henry Brighton and Howard Selina) #knowledge-representation #artificial-intelligence #logic #symbols

Computers as a new environment for philosophical modeling

Philosophical modeling is as old as philosophy itself; examples range from Plato's Cave and the Divided Line to Rawls's original position. What is new are the…

The Philosophical Computer: Exploratory Essays In Philosophical Computer Modeling #philosophy #logic

Conceptual graphs

Indexes, glossaries and thesauri are all ways of mapping the knowledge structures that exist implicitly in books and other sources of information. In the…

The Tao Of Topic Maps #graph #nets #logic #field-of-AI

Formal operations and hypothetical thinking

The final stage Piaget outlined is formal operations. This stage begins around age eleven or twelve and is marked by the ability to think logically and in…

Theories of Childhood, Second Edition (Carol Garhart Mooney) #child-development #logic #thinking #morality