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Full Description
Lacan critiqued imaginary intuition for confusing direct perception with unconscious pre-conceptions about people and the world. The emphasis on description goes hand in hand with a rejection of theory and the science of the unconscious and a belief in the naive self-transparency of the world. At the same time, knowing in and of the Real requires a place beyond thinking, multi-valued forms of logic, mathematical equations, and different conceptions of causality, acausality, and chance. This book explores some of the mathematical problems raised by Lacan's use of numbers and the interconnection between mathematics and psychoanalytic ideas. Within any system, mathematical or otherwise, there are holes, or acausal cores and remainders of indecidability. It is this senseless point of non-knowledge that makes change, and the emergence of the new, possible within a system.
Contents
ABOUT THE AUTHORSINTRODUCTION CHAPTER ONE Phenomenology, empiricism, hermeneutics, and Lacanian psychoanalysis CHAPTER TWO Frege and Lacan and the triadic/quaternary theory of the signifier CHAPTER THREE The object, the number, and the signifier/name/statement CHAPTER FOUR The singular of the singular: singular propositions and the not-all CHAPTER FIVE On probability, causality, and chance CHAPTER SIX The third of the Real and the two voids CHAPTER SEVEN Logical and mathematical foundations CHAPTER EIGHT Phi, phi, and i CHAPTER NINE Prime numbers theorem and the zeta function in psychoanalysis WEB RESOURCES REFERENCES INDEX
