Kirjojen hintavertailu. Mukana 11 244 527 kirjaa ja 12 kauppaa.

Kirjahaku

Etsi kirjoja tekijän nimen, kirjan nimen tai ISBN:n perusteella.

8 kirjaa tekijältä Gregory L Scott

Aristotle's Favorite Tragedy

Aristotle's Favorite Tragedy

Gregory L Scott

Existenceps
2018
sidottu
The Poetics is considered to be the foundation of Western dramatic and literary theory, and readers generally interpret Aristotle on the basis of Chapter 13 to claim that Oedipus, with its pity, fear and horrible ending, is the finest type of tragedy. Some specialists, however, discuss Aristotle also stating in Chapter 14 that the happily-ending plays like Cresphontes and Iphigenia (in Tauris) are the finest, with the type of plays that involve an agent killing or committing great suffering to a family member, and only recognizing the family connection afterwards, being second-best. This passage obviously creates a dilemma, because the second-best type must include Oedipus. No commentator has ever been able to resolve the dilemma to the satisfaction of the profession, and as a result Oedipus maintains its stature. Indeed, the specialist Elizabeth Belfiore recently published ("The Elements of Tragedy," in A Companion to Aristotle, ed. Georgios Anagnostopoulos, 2009) a defense of the view that Oedipus is the best play for Aristotle in spite of the explicit ranking of Chapter 14.Gregory Scott here demonstrates instead that Aristotle actually means what he says in Chapter 14: Tragoidos, originally "goat-song" or the like, and typically translated misleadingly as "tragedy," really involves for him serious drama primarily about good people, and Aristotle says three times in the book that it can end in misfortune or in fortune. Scott, building on his ground-breaking work from 2003, "Purging the Poetics" (Oxford Studies in Ancient Philosophy) that is reprinted in his Aristotle on Dramatic Musical Composition: The Real Role of Literature, Catharsis, Music and Dance in the POETICS (2016), also resolves the dilemma between Chapters 13 and 14 once and for all, showing that the latter half of Chapter 14 is about tragoidos in general while the earlier text is only about one or two (or a mixture) of the subclasses of tragoidos as given in Chapter 18 and rarely discussed by commentators: "tragedy" of suffering, complex "tragedy," "tragedy" of character, and simple/spectacular "tragedy." The chapters are arbitrary divisions from the Renaissance and the texts must have both come from different original treatises of Aristotle and been assembled badly after his death, or the texts were part of a much larger work, now lost, in which the rest of the theory and the transitions from one topic to another were delineated.In addition to resolving the perennial dilemma and shining a better light on Aristotle's notion of "tragedy," Scott also explains why the best type of play like Cresphontes is better than the second-best one, when they both have recognition and reversal, the conditions for the best kind of plot for Aristotle. With all of this in place, we can easily detect another dilemma that rarely gets discussed in the ranking of the four types of "tragedy" in Chapter 14: The third best type, which is not problematic in this context, involves an agent who knows someone is a family member and who kills the member anyway; we can easily deduce Medea is an example. However, all known commentators seem to accept that Aristotle speaks of Sophocles' horribly-ending Antigone when he exemplifies the worst of the four types. Yet the reason Aristotle gives for the last-place finish is that Antigone is both apathes, "without suffering," and miaron, "shocking" or "revolting." Scott explains in detail not only that Aristotle must be speaking of Euripides' version of Antigone, which ends happily, but why its last-place ranking results.
Aristotle's Favorite Tragedy

Aristotle's Favorite Tragedy

Gregory L Scott

Existenceps
2018
pokkari
The Poetics is considered to be the foundation of Western dramatic and literary theory, and readers generally interpret Aristotle on the basis of Chapter 13 to claim that Oedipus, with its pity, fear and horrible ending, is the finest type of tragedy. Some specialists, however, discuss Aristotle also stating in Chapter 14 that the happily-ending plays like Cresphontes and Iphigenia (in Tauris) are the finest. The type of plays that involve an agent killing or committing great suffering to a family member, and only recognizing the family connection afterwards, are second-best. This passage obviously creates a dilemma, because the second-best type must include Oedipus. No commentator has ever been able to resolve the dilemma to the satisfaction of the profession, and as a result Oedipus maintains its stature. Indeed, the specialist Elizabeth Belfiore recently published ("The Elements of Tragedy," in A Companion to Aristotle, ed. Georgios Anagnostopoulos, 2009) a defense of the view that Oedipus is the best play for Aristotle in spite of the explicit ranking of Chapter 14.Gregory Scott here demonstrates instead that Aristotle actually means what he says in Chapter 14: Tragoidos, originally "goat-song" or the like, and typically translated misleadingly as "tragedy," really involves for him serious drama primarily about good people, and Aristotle says three times in the book that it can end in misfortune or in fortune. Scott, building on his ground-breaking work from 2003, "Purging the Poetics" (Oxford Studies in Ancient Philosophy), also resolves the dilemma between Chapters 13 and 14 arguably once and for all, showing that the latter half of Chapter 14 is about tragoidos in general while the earlier text is only about one or two (or a mixture) of the subclasses of tragoidos as given in Chapter 18 and rarely discussed by commentators: "tragedy" of suffering, complex "tragedy," "tragedy" of character, and simple/spectacular "tragedy." Our chapters are arbitrary divisions from the Renaissance and the texts must have come from different original treatises of Aristotle and have been assembled badly after his death, or the texts were part of a much larger work, now lost, in which the rest of the theory and the transitions from one topic to another were delineated.In addition to resolving the perennial dilemma and shining a better light on Aristotle's notion of "tragedy," Scott also explains why the best type of play like Cresphontes is better than the second-best one, when they both have recognition and reversal, the conditions for the best kind of plot for Aristotle. With all of this in place, we can easily detect another dilemma that rarely gets acknowledged, much less discussed, in the ranking of the four types of "tragedy" in Chapter 14: The third best type, which is not problematic in this context, involves an agent who knows someone is a family member and who kills the member anyway; we can easily deduce Medea is an example. However, all known commentators seem to accept that Aristotle speaks of Sophocles' horribly-ending Antigone when he exemplifies the worst of the four types. Yet the reason Aristotle gives for the last-place finish is that Antigone is both apathes, "without suffering," and miaron, "shocking" or "revolting." Scott explains in detail not only that Aristotle must be speaking of Euripides' version of Antigone, which ends happily, but why it is miaron and why it deserves its last-place ranking.
Aristotle's "Not to Fear" Proof for the Necessary Eternality of the Universe
Aristotle's Unmoved Mover of Metaphysics Lambda, often called God, still convinces some non-believers to become theists, despite its paradoxical nature. One recent case is the British philosopher, Antony Flew, co-author of There is a God: How the World's Most Notorious Atheist Changed His Mind (2007). As Pure Actuality, the Mover has no potentiality, matter or physicality of any sort whatsoever and exists forever, with no potential therefore of not existing. It somehow guarantees the eternal existence of the contingent universe that could disappear but, because of the Mover, does not. Moreover, It thinks of itself thinking, always, like a hyper-intellectual Narcissus.With derision, Cicero rejected the doctrine; Franz Brentano (1838-1917), a teacher of Sigmund Freud and Edmund Husserl, called it "prattle without all sense and reason"; and Werner Jaeger (1888-1961), a renowned specialist of Aristotle, asserted that the Greek from Stagira in Northern Greece renounced the doctrine as he matured, became more empirical, and gained distance from his Athenian mentor Plato. However, none of these thinkers provided the reasons for the Stagirite for how the universe necessarily lasts forever. Scott does.All classicists know that Aristotle accepted the infinite past. Revising and extending the ground-breaking scholarship of Jaakko Hintikka and Sarah Broadie, this book demonstrates that Aristotle also held indubitably the Principle of Plenitude--"for infinite things, what may be, will be"--and that he even held it in modified form for finite things: "In infinite time, any (sort of genuine) possibility is actualized." Since every (sort of) real possibility has already been fulfilled in infinite (past) time and since the universe still exists, Aristotle concludes in Metaphysics Theta 8 that there is no fear that the heavens will ever stop moving. For additional reasons based on a profound understanding of necessity and possibility that no scholar until now has seen in this precise context, and with no recourse to the Unmoved Mover, he asserts that this eternal motion is necessary.Because the universe is not contingent, Aristotle can, and does, drop the doctrine of Pure Actuality, all of which solves another perennial problem in ancient Greek philosophy: The Peripatetics in Aristotle's Lyceum and the other, later schools of philosophy like the Stoics never argued against the Unmoved Mover, even though they contested any important doctrine they found implausible. Scott's interpretation finally explains this. These Greek thinkers knew that the mature Aristotle accepted the inherent necessity of the eternal universe, and they all embraced that doctrine, too, in spite of variations in details.
Aristotle's "Not to Fear" Proof for the Necessary Eternality of the Universe
Aristotle's Unmoved Mover of Metaphysics Lambda, often called God, still convinces some non-believers to become theists, despite its paradoxical nature. One recent case is the British philosopher, Antony Flew, co-author of There is a God: How the World's Most Notorious Atheist Changed His Mind (2007). As Pure Actuality, the Mover has no potentiality, matter or physicality of any sort whatsoever and exists forever, with no potential therefore of not existing. It somehow guarantees the eternal existence of the contingent universe that could disappear but, because of the Mover, does not. Moreover, It thinks of itself thinking, always, like a hyper-intellectual Narcissus.With derision, Cicero rejected the doctrine; Franz Brentano (1838-1917), a teacher of Sigmund Freud and Edmund Husserl, called it "prattle without all sense and reason"; and Werner Jaeger (1888-1961), a renowned specialist of Aristotle, asserted that the philosopher from Stagira in Northern Greece renounced the doctrine as he matured, became more empirical, and gained distance from his Athenian mentor Plato. However, none of these thinkers provided the reasons for the Stagirite for how the universe necessarily lasts forever. Scott does.All classicists know that Aristotle accepted the infinite past. Revising and extending the ground-breaking scholarship of Jaakko Hintikka and Sarah Broadie, this book demonstrates that Aristotle also held indubitably the Principle of Plenitude--"for infinite things, what may be, will be"--and that he even held it in modified form for finite things: "In infinite time, any (sort of genuine) possibility is actualized." Since every (sort of) real possibility has already been fulfilled in infinite (past) time and since the universe still exists, Aristotle concludes in Metaphysics Theta 8 that there is no fear that the heavens will ever stop moving. For additional reasons based on a profound understanding of necessity and possibility that no scholar until now has seen in this precise context, and with no recourse to the Unmoved Mover, he asserts that this eternal motion is necessary.Because the universe is not contingent, Aristotle can, and does, drop the doctrine of Pure Actuality, all of which solves another perennial problem in ancient Greek philosophy: The Peripatetics in Aristotle's Lyceum and the other, later schools of philosophy like the Stoics never argued against the Unmoved Mover, even though they contested any important doctrine they found implausible. Scott's interpretation finally explains this. These Greek thinkers knew that the mature Aristotle accepted the inherent necessity of the eternal universe, and they all embraced that doctrine, too, in spite of variations in details.