The answer to the question of why there is Something rather than Nothing is that there has to be Something and that Nothing is impossible. There cannot not be Something so there cannot be Nothing. The paper justifies this conclusion, while also explaining why we might believe there may be Nothing. In the course of this, the so-called subtraction-argument is shown to be inadequate and question-begging.

This paper starts with the presentation of an Aristotelian theory of negative properties. Against this backdrop, it then asks whether there could be objects that have solely negative properties, i.e., completely negative objects. This possibility is entertained by Wittgenstein in his Tractatus Logico-Philosophicus. The notion of a completely negative object is compared to the concepts of a nonexistent object, a nonconcrete object, and a nonactual object. Ultimately, it is argued that there can be no completely negative objects, because all negative (...) properties entail some positive properties. (shrink)