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A timeless question that has long challenged human thought is the opposition between Being (Parmenides) and Becoming (Heraclitus). One can see in Being, the underlying mathematical order of the physical world, and in Becoming, the chaos of this same world. Order Beneath Chaos explores the opposition between what can be called the impassive Logos — adopting a Greek terminology — and the disordered events that shake the universe and, in particular, our planet and our lives. After describing the Cosmic Web, where the struggle between Being and Becoming unfolds in its universal grandeur, the text explores the historical development of the Logos among the pre-Socratics, Plato, and post-Platonic thinkers. The age-old question of mathematical realism is then posed. To approach this question more precisely, the discussion moves on to the Logos of mathematicians, particularly the undecidabilities revealed by the logician Kurt Gödel, and then to the Logos of physicists (relativity, quantum mechanics). The ontology of the mathematical Logos leads to an extension of the notion of undecidability beyond mathematics itself, touching on philosophical and even metaphysical questions, thus revisiting the issue of mathematical realism. Although the answer to this question is logically undecidable, the author takes a stance in favor of a Platonic vision of the mathematical world while acknowledging that an opposing position is also possible. The final chapter then addresses, against the backdrop of logical undecidability, properly metaphysical issues — including the existence or non-existence of gods, as well as morality and values.
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Hardback. Zustand: New. A timeless question that has long challenged human thought is the opposition between Being (Parmenides) and Becoming (Heraclitus). One can see in Being, the underlying mathematical order of the physical world, and in Becoming, the chaos of this same world.Order Beneath Chaos explores the opposition between what can be called the impassive Logos - adopting a Greek terminology - and the disordered events that shake the universe and, in particular, our planet and our lives. After describing the Cosmic Web, where the struggle between Being and Becoming unfolds in its universal grandeur, the text explores the historical development of the Logos among the pre-Socratics, Plato, and post-Platonic thinkers. The age-old question of mathematical realism is then posed.To approach this question more precisely, the discussion moves on to the Logos of mathematicians, particularly the undecidabilities revealed by the logician Kurt Gödel, and then to the Logos of physicists (relativity, quantum mechanics). The ontology of the mathematical Logos leads to an extension of the notion of undecidability beyond mathematics itself, touching on philosophical and even metaphysical questions, thus revisiting the issue of mathematical realism. Although the answer to this question is logically undecidable, the author takes a stance in favor of a Platonic vision of the mathematical world while acknowledging that an opposing position is also possible.The final chapter then addresses, against the backdrop of logical undecidability, properly metaphysical issues - including the existence or non-existence of gods, as well as morality and values. Bestandsnummer des Verkäufers LU-9789819818112
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Hardcover. Zustand: new. Hardcover. A timeless question that has long challenged human thought is the opposition between Being (Parmenides) and Becoming (Heraclitus). One can see in Being, the underlying mathematical order of the physical world, and in Becoming, the chaos of this same world.Order Beneath Chaos explores the opposition between what can be called the impassive Logos adopting a Greek terminology and the disordered events that shake the universe and, in particular, our planet and our lives. After describing the Cosmic Web, where the struggle between Being and Becoming unfolds in its universal grandeur, the text explores the historical development of the Logos among the pre-Socratics, Plato, and post-Platonic thinkers. The age-old question of mathematical realism is then posed.To approach this question more precisely, the discussion moves on to the Logos of mathematicians, particularly the undecidabilities revealed by the logician Kurt Goedel, and then to the Logos of physicists (relativity, quantum mechanics). The ontology of the mathematical Logos leads to an extension of the notion of undecidability beyond mathematics itself, touching on philosophical and even metaphysical questions, thus revisiting the issue of mathematical realism. Although the answer to this question is logically undecidable, the author takes a stance in favor of a Platonic vision of the mathematical world while acknowledging that an opposing position is also possible.The final chapter then addresses, against the backdrop of logical undecidability, properly metaphysical issues including the existence or non-existence of gods, as well as morality and values. Shipping may be from multiple locations in the US or from the UK, depending on stock availability. Bestandsnummer des Verkäufers 9789819818112
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Buch. Zustand: Neu. ORDER BENEATH CHAOS | CAN WE REALLY GET RID OF THE GODS? | Gouesbet Gerard | Buch | Englisch | 2026 | World Scientific | EAN 9789819818112 | Verantwortliche Person für die EU: Libri GmbH, Europaallee 1, 36244 Bad Hersfeld, gpsr[at]libri[dot]de | Anbieter: preigu Print on Demand. Bestandsnummer des Verkäufers 134478926
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Hardcover. Zustand: new. Hardcover. A timeless question that has long challenged human thought is the opposition between Being (Parmenides) and Becoming (Heraclitus). One can see in Being, the underlying mathematical order of the physical world, and in Becoming, the chaos of this same world.Order Beneath Chaos explores the opposition between what can be called the impassive Logos adopting a Greek terminology and the disordered events that shake the universe and, in particular, our planet and our lives. After describing the Cosmic Web, where the struggle between Being and Becoming unfolds in its universal grandeur, the text explores the historical development of the Logos among the pre-Socratics, Plato, and post-Platonic thinkers. The age-old question of mathematical realism is then posed.To approach this question more precisely, the discussion moves on to the Logos of mathematicians, particularly the undecidabilities revealed by the logician Kurt Goedel, and then to the Logos of physicists (relativity, quantum mechanics). The ontology of the mathematical Logos leads to an extension of the notion of undecidability beyond mathematics itself, touching on philosophical and even metaphysical questions, thus revisiting the issue of mathematical realism. Although the answer to this question is logically undecidable, the author takes a stance in favor of a Platonic vision of the mathematical world while acknowledging that an opposing position is also possible.The final chapter then addresses, against the backdrop of logical undecidability, properly metaphysical issues including the existence or non-existence of gods, as well as morality and values. This item is printed on demand. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability. Bestandsnummer des Verkäufers 9789819818112
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Buch. Zustand: Neu. nach der Bestellung gedruckt Neuware - Printed after ordering - A timeless question that has long challenged human thought is the opposition between Being (Parmenides) and Becoming (Heraclitus). One can see in Being, the underlying mathematical order of the physical world, and in Becoming, the chaos of this same world.Order Beneath Chaos explores the opposition between what can be called the impassive Logos - adopting a Greek terminology - and the disordered events that shake the universe and, in particular, our planet and our lives. After describing the Cosmic Web, where the struggle between Being and Becoming unfolds in its universal grandeur, the text explores the historical development of the Logos among the pre-Socratics, Plato, and post-Platonic thinkers. The age-old question of mathematical realism is then posed.To approach this question more precisely, the discussion moves on to the Logos of mathematicians, particularly the undecidabilities revealed by the logician Kurt Gödel, and then to the Logos of physicists (relativity, quantum mechanics). The ontology of the mathematical Logos leads to an extension of the notion of undecidability beyond mathematics itself, touching on philosophical and even metaphysical questions, thus revisiting the issue of mathematical realism. Although the answer to this question is logically undecidable, the author takes a stance in favor of a Platonic vision of the mathematical world while acknowledging that an opposing position is also possible.The final chapter then addresses, against the backdrop of logical undecidability, properly metaphysical issues - including the existence or non-existence of gods, as well as morality and values. Bestandsnummer des Verkäufers 9789819818112
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