Nietzsche Eternal Recurrence Essay

Are amor fati and eternal recurrence compatible doctrines?

The essay deals with the compatibility of two doctrines - amor fati and eternal recurrence. The purpose of this paper will not be to assess if they are compatible in the sense of whether they can work in intertwined harmony. I will not discuss the legitimacy of amor fati as a doctrine but eternal recurrence with its non-religious claims needs to stand up to our scrutiny. A doctrine can be either based on knowledge or on belief. It would stand to reason therefore to verify eternal recurrence´s claims to legitimacy through knowledge – empirical or physical evidence or through belief. In regard to knowledge I will have to prove if eternal recurrence is comprehensible, to find out whether or not amor fati and eternal recurrence are working hand in hand. Without plausible reasoning the final goal of amor fati can not be reached through the way of eternal recurrence. Firstly it is therefore necessary to find some empirical or physical proof for his thesis upon which one can build the basis for empirical interpretations of the eternal recurrence. Secondly Nietzsche´s eternal recurrence can be seen hypothetically, as a game of thoughts, where one is asked to imagine his/her life recurring innumerable times in all its smallest details and should then react to this imagined state-of-affairs. Taking the assumption that those statements are in themselves rational and convincing I can state that eternal recurrence leads consequently to amor fati. Therefore both doctrines are compatible. If it is not the case eternal recurrence will just be based on belief. I will answer the questions if Nietzsche really offers a new doctrine through which one can reach the goal of affirmation of life or if it is only a doctrine on the basis of faith.

The goal of Nietzsche´s ambitious teaching is amor fati. Amor fati is the love of life itself and the love of fate. It does not stand for passive acceptance of all fruitful and painful experiences in life but for the love to all activities one performs and especially towards events which happen to oneself by chance. “It is this total love of life which accepts all, rejects nothing, but preserves a sovereign mastery of the unruly elements in the self, which Nieztsche continually celebrates under the name Amor Fati” (Williams, p. Xvii). It entails the yes to necessities, which means in the worst case, that perhaps one is entitled only to fail in life. Nietzsche does not want us to base the doctrine of amor fati on belief of the Christian religion anymore but on the knowledge of eternal recurrence as a proof that we can love and change our lives out of ourselves, without a God. The Dionysianism in his book The Birth of Tragedy is an obvious example for amor fati as Nietzsche admires the Greek for celebrating all cycles in life, even the phases that consist in degeneration and decay. However, since in Nietzsche´s mind God is dead and nihilism reigns he thinks that we have to search for another way to reach the final goal of total affirmation of life. I will not examine whether or not amor fati is a doctrine worth striving for, as it is not reasonable to question the sense of a target (like a footballer kicking a goal when he does not yet know where the goal posts are). An aim is static and it is not rational to judge measures which lead towards it when one is not sure about the goal itself. Taking amor fati as the desired end it leaves for me to test eternal recurrence´s validity as a method. The method of eternal recurrence can be rooted on physical or hypothetical evidence or it can be a matter of belief. Referring to the Pons dictionary “a doctrine is a set of principles or beliefs, especially religious ones” (Brown, p. 323). Robert Allen makes it even clearer that a doctrine can be based on two different set of principles. “Doctrine [is] a principle or the body of principles in a branch of knowledge or system of belief” (Allen, p. 253). One has got rather scientific or rational roots, the other consists of conviction or trust in somebody or something. If Nietzsche´s set of principles have the power to make people change their lives towards amor fati, we can conclude that eternal recurrence forms a new doctrine and that those two doctrines are compatible. Looking at belief in terms of faith one can certainly claim that it changes people´s lives. However Nietzsche did not intend to create a new believe and definitely not a new religion. Zarathustra explained that “You had not yet sought yourselves when you found me. Thus do all believers; therefore all belief is of so little account” (Nietzsche, p. 103). He wanted to convince people to look not to a god but to themselves for a reason to live. Nietzsche wanted to give reasons to alter ones attitude towards life. Belief starts, he knew, where reasoning ends. Therefore I suggest that Nietzsche did not want belief to be the basis of his doctrine but logic. “It is power, this new virtue; it is a ruling idea, and around it a subtle soul: a golden sun, and around it the serpent of knowledge” (Nietzsche, p. 101). To teach the people, maybe as well as himself, how to affirm and eventually improve this imperfect life, he invented the doctrine of eternal recurrence. The idea occurred to him in August 1881 and appeared first in print in The Gay Science. Eternal recurrence is constituted by Nietzsche as follows: “This life as you live it and have lived it you will have to live it once again and innumerable times again; and there will be nothing new in it, but every pain and every joy and every thought and sigh and everything unspeakably small or great in your life must return to you, and all in the same succession and sequence…” (Williams, p. 194). For him eternal recurrence and amor fati are closely connected. Nietzsche´s ideal is “the most exuberant, most living and most world-affirming man, who has not only learned to get on and treat with all that was and is but who wants to have it again as it was and is to all eternity...” (Novak, p. 165).

Eternal recurrence is “his most controversial teaching and the one he [Nietzsche] considered the most important” (Magnus, p. 38). In the literature it mainly discusses, whether eternal return leads to affirmation of life or not, on two different levels: the empirical or the hypothetical interpretation of Nietzsche´s worldview. Starting off with the empirical hypothesis, I will refer to Bernd Magnus who deals with this topic in length in his book Nietzsche´s Existential Imperative. He disproofs the physical basis of Nietzsche´s doctrine and withdraws with it, the empirical legitimation. Leaving the hypothetical view of Nietzsche´s teaching aside for a moment, eternal return is made impossible and with it the influence on affirmation of life. Most authors agree with Magnus that Nietzsche´s argumentation in terms of physical reliability are either trivial or false. Tracy Strong for example admits that the doctrine of reappearing again and again, unchanged, “hardly seems worth taking seriously, except, perhaps, in the light of offering some new form of moral behaviour by which the individual might relate his choices to a universal principle” (Strong, p. 261). Magnus enforces it, that “there can be no unambiguous empirical argument for recurrence in Nietzsche´s works at all and that he was himself aware of this fact” (Magnus, p. 74). One evidence for this claim could be that references to the empirical requirements of the doctrine are only to be found in the Nachlaß which was published later by his sister – not by himself. However taking this fact into account, nine broad empirical assumptions can be drawn from the Nachlaß, according to Magnus. I will deal with four of them, which if true, could have been the empirical basis of Nietzsche´s thesis. Nietzsche states: “In infinite time, every possible combination would at some time or other be realized; more: it would be realized an infinite number of times” (Magnus, p. 77) - as for him time is infinite and energy definitely is finite. He therefore could divide infinite time through a finite amount of energy and he ended up with a finite number of energy combinations and developments. Nietzsche claims that with limited possibilities and unlimited time the combinations will be repeated innumerable times.

In his empirical studies Nietzsche must have been very much influenced by the zeitgeist of this period. Especially before the turn of the century, it was thought that the major laws of physics had been discovered (Newton’s laws covered the gravitational effects, Maxwell’s laws the electromagnetic etc.) and the world would be fully describable by them. At that time physicists believed the universe to be a gigantic deterministic “clock work”, where every future behaviour of a system (e.g. the movements of the planets around the sun) could be equated, just by the initial conditions given. Therefore Nietzsche tried to find physical evidence for his doctrine of eternal recurrence to increase the plausibility of his teaching and to make it more convincing. I can also imagine that Nietzsche was probably influenced by the, for his time, recent achievements in Statistical Mechanics (Boltzmann, Gibbs etc.). Quantum mechanics was not yet invented, so he could not get the statistical mechanics in the right context. It is worth mentioning that quantum mechanics even though it postulates discrete energy levels, which would give a good point to Nietzsche’s reasoning for a finite number of energy states, it also tells us that the world is not deterministic at all, but dominated by complete random and not repetition of the same. Yet Georg Simmel´s classical refutation grants that there are only three number of states in the system. Indeed it would be going beyond the limits of this essay to discuss Nietzsche’s hypothesis in the context of quantum mechanics. Instead I would like to bring another argument on stake to disproof Nietzsche’s physical basis for the doctrine of eternal recurrence. It seems to me that Nietzsche used some arguments that he got from thermodynamics, but he has not considered the whole theory with devastating results for his theses. He did not consider the second law of thermodynamics. It states that the entropy (information loss) of a system can never decrease. The state with the highest entropy (disorder) is the most likely and nature tends toward it. Now what does that mean to Nietzsche’s thesis? If you let a system evolve with time, it will tend to go in the state of highest entropy and rest there (equilibrium state). Therefore there will not be any repetition. Without room for repetition Nietzsche´s idea of eternal return breaks down. “I do not mean to suggest that Nietzsche was uninterested in finding empirical confirmation for his doctrine. On the contrary, he was very much interested in finding empirical confirmation, but apparently for a doctrine which he had embraced for reasons other than empirical cogency” (Magnus, p. 88). His insufficient physical argument though suggests that it was rather written as a thought experiment than as a sustained argument in support of a definitive thesis. Nietzsche consciously left those physical experiments unpublished because he himself knew that, without profound scientifically support, it would not increase the credibility of his doctrine. However since his Nachlaß was made public, authors tried to proof him wrong to destroy the scientific basis of the doctrine. “...his scientifiic ...pronouncements were based more on inspired guesswork and self-oberservation than on reading or research” (Hayman, p. 360) which he most likely had already realised himself. However without eternal return of things and events Nietzsche´s eternal recurrence is evitable no doctrine, not even a persuasive idea. According to the present physical knowledge Nietzsche´s assumtions, which led him to his conclusion or which he tried to use to back up his doctrine, are wrong. “Nietzsche should have been deeply dissatisfied with his “proof,” which is incomplete and invalid” (Nehamas, p. 142). Therefore, as far as the empirical worldview is concerned, there can not be any connection between amor fati and eternal recurrence because, as shown, eternal return physically does not exist.

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For other uses, see Eternal return (disambiguation).

"Eternal Recurrence" redirects here. For the EP by Angel Deradoorian, see Eternal Recurrence (EP).

Eternal return (also known as eternal recurrence) is a theory that the universe and all existence and energy has been recurring, and will continue to recur, in a self-similar form an infinite number of times across infinite time or space. The theory is found in Indian philosophy[citation needed] and in ancient Egypt[citation needed] and was subsequently taken up by the Pythagoreans and Stoics.[citation needed] With the decline of antiquity and the spread of Christianity, the theory fell into disuse in the Western world, with the exception of Friedrich Nietzsche, who connected the thought to many of his other concepts, including amor fati. Eternal return is based on the philosophy of pre-determinism in that people are predestined to continue repeating the same events over and over again.

Premise[edit]

The basic premise proceeds from the assumption that the probability of a world coming into existence exactly like our own is greater than zero (we know this because our world exists). If space and time are infinite, then it follows logically that our existence must recur an infinite number of times.[1]

In 1871 Louis Auguste Blanqui, assuming a Newtonian cosmology where time and space are infinite, claimed to have demonstrated eternal recurrence as a mathematical certainty.[2] In the post-Einstein period researchers cast doubts on the idea that time or space was in fact infinite, but many models[citation needed] provided the notion of spatial or temporal infinity required by the eternal-return hypothesis.

The oscillatory universe model in physics offers an example of how the universe may cycle through the same events infinitely. Arthur Eddington's concept "arrow of time", for example, discusses cosmology as proceeding up to a certain point, after which it undergoes a time reversal (which, as a consequence of T-symmetry, is thought to bring about a chaotic state due to entropy).[citation needed]

Multiverse hypotheses in physics describe models where space or time is infinite, although local universes with their own big bangs could be finite space-time bubbles.[citation needed]

Classical antiquity[edit]

In ancient Egypt, the scarab (dung beetle) was viewed as a sign of eternal renewal and reemergence of life, a reminder of the life to come. (See also Atum and Ma'at.)

The Mayans and Aztecs also took a cyclical view of time.

In ancient Greece, the concept of eternal return was connected with Empedocles, Zeno of Citium, and most notably in Stoicism (see ekpyrosis).

Indian religions[edit]

See also: End time in Indian religions

The concept of cyclical patterns is prominent in Indian religions, such as Jainism, Hinduism, Sikhism and Buddhism among others. The important distinction is that events don't repeat endlessly but souls take birth until they attain salvation. The wheel of life represents an endless cycle of birth, life, and death from which one seeks liberation. In Tantric Buddhism, a wheel of time concept known as the Kalachakra expresses the idea of an endless cycle of existence and knowledge.[citation needed]

While explaining the "true self" (Atma or "Me"), lord Krishna describes the "repeating nature of universe" as a backdrop in few verses:

Bhagavad Gita

8.17 - Knowing that [a] thousand eras constitute a day of Brahman, [and a] thousand eras complete a night, are the people who know day, [and] night.
8.18 - On arrival of day, all manifestations originate from "Unmanifest"; On arrival of night they annihilate into [what is] known as "Unmanifest" only.
8.19 - This elementary world only happens again & again; Annihilates upon arrival of night, [and] originates upon arrival of day.

Judaism[edit]

See also: Gilgul Neshamot

Historically, esoteric mystical Judaism has references to reincarnation of the soul.

The "revolving" of souls through a succession of lives, or "gilgulim" - is an integral part of some schools of Jewish mysticism.

Judaism and reincarnation[edit]

Judaism posits a creation narrative "In the beginning" and a redeemed Olam Haba at the end, which means Judaism has a linear, not a cyclical concept of time, at least regarding the physical world. However, as the Creator is eternal and without beginning or end, things in time attain some form of eternal-ity through a relationship with Him. Additionally, the Midrash posits that historical events in the history of the Jewish people repeat themselves. There is a spiritual repetition, too, and the influence is transmitted year after year, no matter the "distance" from the original event. As a result, the actions in a person's life directly affect their life in the next world, or after death, and are direct manifestations of the spiritual influences of what they did in this world (see the Kabbalah of the Ariza'l).[3] There is also a perspective that time is composed of seven cycles, which repeat every seven thousand years (a view rejected by Isaac Luria). These concepts give human choices to do good deeds in Olam HaZeh - "this world" - some of what Nietzsche called the eternal recurrence's "infinite weight".[4]

Twice in Ecclesiastes, there are concise statements of an idea of recurrence: "What has been, is what will be [...]", "What is, has already been; what will be, has already been [...]", (1:9 and 3:15, resp.). However, their context is not as assertions of a tenet of time being cyclic or infinite; instead, they appear as just items in the long list of the book's reiterations of its theme that life is hevel (vain, futile).

Renaissance[edit]

The symbol of the ouroboros, the snake or dragon devouring its own tail, is the alchemical symbol par excellence of eternal recurrence. The alchemist-physicians of the Renaissance and Reformation were aware of the idea of eternal recurrence; the physician-philosopher Sir Thomas Browne in his A Letter to a Friend c. 1657 linked the Uroboros symbol with the idea of eternal return thus -

that the first day should make the last, that the Tail of the Snake should return into its Mouth precisely at that time, and they should wind up upon the day of their Nativity, is indeed a remarkable Coincidence, which tho Astrology hath taken witty pains to salve, yet hath it been very wary in making Predictions of it.

An allusion to eternal recurrence also occurs at the conclusion of Browne's The Garden of Cyrus.

All things began in order, so shall they end, and so shall they begin again.

Friedrich Nietzsche[edit]

The concept of "eternal recurrence", the idea that with infinite time and a finite number of events, events will recur again and again infinitely, is central to the writings of Friedrich Nietzsche.[5] As Heidegger points out in his lectures on Nietzsche, Nietzsche's first mention of eternal recurrence, in aphorism 341 of The Gay Science (cited below), presents this concept as a hypothetical question rather than postulating it as a fact. According to Heidegger, it is the burden imposed by the question of eternal recurrence—whether or not such a thing could possibly be true—that is so significant in modern thought: "The way Nietzsche here patterns the first communication of the thought of the 'greatest burden' [of eternal recurrence] makes it clear that this 'thought of thoughts' is at the same time 'the most burdensome thought.' "[6]

The thought of eternal recurrence appears in a few of his works, in particular §285 and §341 of The Gay Science and then in Thus Spoke Zarathustra. The most complete treatment of the subject appears in the work entitled Notes on the Eternal Recurrence, a work which was published in 2007 alongside Søren Kierkegaard's own version of eternal return, which he calls 'repetition'. Nietzsche sums up his thought most succinctly when he addresses the reader with: "Everything has returned. Sirius, and the spider, and thy thoughts at this moment, and this last thought of thine that all things will return". However, he also expresses his thought at greater length when he says to his reader:

"Whoever thou mayest be, beloved stranger, whom I meet here for the first time, avail thyself of this happy hour and of the stillness around us, and above us, and let me tell thee something of the thought which has suddenly risen before me like a star which would fain shed down its rays upon thee and every one, as befits the nature of light. - Fellow man! Your whole life, like a sandglass, will always be reversed and will ever run out again, - a long minute of time will elapse until all those conditions out of which you were evolved return in the wheel of the cosmic process. And then you will find every pain and every pleasure, every friend and every enemy, every hope and every error, every blade of grass and every ray of sunshine once more, and the whole fabric of things which make up your life. This ring in which you are but a grain will glitter afresh forever. And in every one of these cycles of human life there will be one hour where, for the first time one man, and then many, will perceive the mighty thought of the eternal recurrence of all things:- and for mankind this is always the hour of Noon".[7]

This thought is indeed also noted in a posthumous fragment.[8] The origin of this thought is dated by Nietzsche himself, via posthumous fragments, to August 1881, at Sils-Maria. In Ecce Homo (1888), he wrote that he thought of the eternal return as the "fundamental conception" of Thus Spoke Zarathustra.[9]

Several authors have pointed out other occurrences of this hypothesis in contemporary thought. Rudolf Steiner, who revised the first catalogue of Nietzsche's personal library in January 1896, pointed out that Nietzsche would have read something similar in Eugen Dühring's Courses on philosophy (1875), which Nietzsche readily criticized. Lou Andreas-Salomé pointed out that Nietzsche referred to ancient cyclical conceptions of time, in particular by the Pythagoreans, in the Untimely Meditations. Henri Lichtenberger and Charles Andler have pinpointed three works contemporary to Nietzsche which carried on the same hypothesis: J.G. Vogt, Die Kraft. Eine real-monistische Weltanschauung (1878), Auguste Blanqui, L'éternité par les astres (1872) and Gustave Le Bon, L'homme et les sociétés (1881). Walter Benjamin juxtaposes Blanqui and Nietzsche's discussion of eternal recurrence in his unfinished, monumental work The Arcades Project.[10] However, Gustave Le Bon is not quoted anywhere in Nietzsche's manuscripts; and Auguste Blanqui was named only in 1883. Vogt's work, on the other hand, was read by Nietzsche during this summer of 1881 in Sils-Maria.[11] Blanqui is mentioned by Albert Lange in his Geschichte des Materialismus (History of Materialism), a book closely read by Nietzsche.[12] The eternal recurrence is also mentioned in passing by the Devil in Part Four, Book XI, Chapter 9 of Dostoevsky's The Brothers Karamazov, which is another possible source that Nietzsche may have been drawing upon.

Walter Kaufmann suggests that Nietzsche may have encountered this idea in the works of Heinrich Heine, who once wrote:

[T]ime is infinite, but the things in time, the concrete bodies, are finite. They may indeed disperse into the smallest particles; but these particles, the atoms, have their determinate numbers, and the numbers of the configurations which, all of themselves, are formed out of them is also determinate. Now, however long a time may pass, according to the eternal laws governing the combinations of this eternal play of repetition, all configurations which have previously existed on this earth must yet meet, attract, repulse, kiss, and corrupt each other again...[13]

Nietzsche calls the idea "horrifying and paralyzing",[citation needed] referring to it as a burden of the "heaviest weight" ("das schwerste Gewicht")[14] imaginable. He professes that the wish for the eternal return of all events would mark the ultimate affirmation of life:

What, if some day or night a demon were to steal after you into your loneliest loneliness and say to you: 'This life as you now live it and have lived it, you will have to live once more and innumerable times more' ... Would you not throw yourself down and gnash your teeth and curse the demon who spoke thus? Or have you once experienced a tremendous moment when you would have answered him: 'You are a god and never have I heard anything more divine.' [The Gay Science, §341]

To comprehend eternal recurrence in his thought, and to not merely come to peace with it but to embrace it, requires amor fati, "love of fate":[15]

My formula for human greatness is amor fati: that one wants to have nothing different, not forward, not backward, not in all eternity. Not merely to bear the necessary, still less to conceal it—all idealism is mendaciousness before the necessary—but to love it.[15]

In Carl Jung's seminar on Thus Spoke Zarathustra, Jung claims that the dwarf states the idea of the eternal return before Zarathustra finishes his argument of the eternal return when the dwarf says, "'Everything straight lies,' murmured the dwarf disdainfully. 'All truth is crooked, time itself is a circle.'" However, Zarathustra rebuffs the dwarf in the following paragraph, warning him against over-simplifications.[16]

A late 1880s comment by Nietzsche, "In an infinite period of time, every possible combination would at some time be attained," has been cited to argue that Nietzsche dropped his plans to try to scientifically prove the theory because he realized that if he would have to eventually repeat life as it is, his presumption of infinite time means "he" would also have to "repeat" life differently, since every configuration of atoms and events will occur.[17] Instead, according to this interpretation of Nietzsche, he continued to propound the doctrine for its psychological and philosophical import. Though section 1063 of his posthumous notebooks "The Will To Power" states, "The law of conservation of energy demands eternal recurrence."

Poincaré recurrence theorem[edit]

Related to the concept of eternal return is the Poincaré recurrence theorem in mathematics. It states that a system whose dynamics are volume-preserving and which is confined to a finite spatial volume will, after a sufficiently long time, return to an arbitrarily small neighborhood of its initial state. "A sufficiently long time" could be much longer than the predicted lifetime of the observable universe (see Terasecond and longer).

Albert Camus[edit]

The philosopher and writer Albert Camus explores the notion of "eternal return" in his essay on "The Myth of Sisyphus", in which the repetitive nature of existence comes to represent life's absurdity, something the hero seeks to withstand through manifesting what Paul Tillich called "The Courage to Be". Though the task of rolling the stone repeatedly up the hill without end is inherently meaningless, the challenge faced by Sisyphus is to refrain from despair. Hence Camus famously concludes that, "one must imagine Sisyphus happy."

Modern cosmology[edit]

While the big bang theory in the framework of relativistic cosmology seems to be at odds with eternal return, there are now many different speculative big bang scenarios in quantum cosmology which actually imply eternal return - although based on other assumptions than Nietzsche's.[18] So there are competing models and hypotheses with a temporal, spatial or spatio-temporal eternal return of everything in all variations as Nietzsche has envisaged.

The oscillating universe theory—that the universe will end in a collapse or 'big crunch' followed by another big bang, and so on—dates from 1930. Cosmologists such as professor Alexander Vilenkin from Tufts University[19] and Massachusetts Institute of Technology professor Max Tegmark suggest that if space is sufficiently large and uniform, or infinite as some theories suggest, and if quantum theory is true such that there is only a finite number of configurations within a finite volume possible, due to Heisenberg's uncertainty principle, then identical instances of the history of Earth's entire Hubble volume occur every so often, simply by chance. Tegmark calculates that our nearest so-called doppelgänger is 1010115 meters away from us (a double exponential function larger than a googolplex).[20][21][22] While it would be impossible to scientifically verify an identical Hubble volume, it does follow as a fairly straightforward consequence from otherwise unrelated scientific observations and theories. Tegmark suggests that statistical analyses exploiting the anthropic principle provide an opportunity to test multiverse theories in some cases. Generally, science would consider a multiverse theory that posits neither a common point of causation, nor the possibility of interaction between universes, to be an ideal speculation. However, it is a fundamental assumption of cosmology that the universe continues to exist beyond the scope of the observable universe, and that the distribution of matter is everywhere the same at such a large scale (see cosmological principle).

Opposing argument[edit]

Nietzsche scholar Walter Kaufmann has described an argument originally put forward by Georg Simmel, which rebuts the claim that a finite number of states must repeat within an infinite amount of time:

Even if there were exceedingly few things in a finite space in an infinite time, they would not have to repeat in the same configurations. Suppose there were three wheels of equal size, rotating on the same axis, one point marked on the circumference of each wheel, and these three points lined up in one straight line. If the second wheel rotated twice as fast as the first, and if the speed of the third wheel was 1/π of the speed of the first, the initial line-up would never recur.[23]

Thus a system could have an infinite number of distinct physical configurations that never recur. However the example presupposes the possibility of perfect continuity: for instance, if the universe proves to have a quantum foam nature, then the exact quantity of an irrational number cannot be expressed by any physical object.[citation needed]

Metal Music[edit]

The modern adaption of the Eternal Return concept has proven its way to metal music. An American Melodic Death Metal band named Darkest Hour named their Sixth album The Eternal Return.

An Indian Metal band named Eternal Returns adapts the concepts of Eternal Return to its music, lyrical concepts and composition.

See also[edit]

Notes[edit]

  1. ^Tegmark M., "Parallel universes". Sci. Am. 2003 May; 288(5):40–51.
  2. ^Jean-Pierre Luminet (2008-03-28). "The Wraparound Universe". AK Peters, Ltd. ISBN 978-1-56881-309-7 
  3. ^citations in Rabbi Joseph Hayim, Da'at U'Tevunah, p. 90, http://www.hebrewbooks.org/pdfpager.aspx?req=20123&st=&pgnum=90 , translated in Zev Golan, "God, Man and Nietzsche: A Startling Dialogue between Judaism and Modern Philosophers", iUniverse, 2007, p 5
  4. ^Zev Golan, "God, Man and Nietzsche: A Startling Dialogue between Judaism and Modern Philosophers", iUniverse, 2007, pp4-14
  5. ^http://myweb.lmu.edu/tshanahan/Nietzsche-Eternal_Recurrence.html
  6. ^See Heidegger Nietzsche. Volume II: The Eternal Recurrence of the Same trans. David Farrell Krell. New York: Harper and Row, 1984. 25.
  7. ^Notes on the Eternal Recurrence - Vol. 16 of Oscar Levy Edition of Nietzsche's Complete Works (in English)
  8. ^1881 (11 [143])
  9. ^Nietzsche, Ecce Homo, "Why I Write Such Good Books", "Thus Spoke Zarathustra", §1
  10. ^Walter Benjamin. The Arcades Project. Trans. Howard Eiland and Kevin McLaughlin. Cambridge: Belknap-Harvard, 2002. See chapter D, "Boredom Eternal Return," pp. 101-119.
  11. ^"?". Archived from the original on November 16, 2006.  and "revision of previous catalogues".  on the École Normale Supérieure's website
  12. ^Alfred Fouillée, "Note sur Nietzsche et Lange: le "retour éternel", in Revue philosophique de la France et de l'étranger. An. 34. Paris 1909. T. 67, S. 519-525 (in French)
  13. ^Kaufmann, Walter. Nietzsche; Philosopher, Psychologist, Antichrist. 1959, page 376.
  14. ^Kundera, Milan. The Unbearable Lightness of Being. 1999, page 5.
  15. ^ abDudley, Will. Hegel, Nietzsche, and Philosophy: Thinking Freedom. 2002, page 201.
  16. ^Gildersleeve, M. (2015). The Gay Science and the Rosarium Philosophorum. Agathos, 6(2), 37.
  17. ^Golan, God, Man and Nietzsche, pp2-3
  18. ^Rüdiger Vaas: "Ewig rollt das Rad des Seins": Der 'Ewige-Wiederkunfts-Gedanke' und seine Aktualität in der modernen physikalischen Kosmologie. In: Helmut Heit, Günter Abel, Marco Brusotti (eds.): Nietzsches Wissenschaftsphilosophie. de Gruyter: Berlin, New York 2012, S. 371-390. ISBN 9783110259377content
  19. ^Alex Vilenkin: Many Worlds in One. New York: Hill and Wang 2006
  20. ^Tegmark, M (May 2003). "Parallel universes. Not just a staple of science fiction, other universes are a direct implication of cosmological observations". Sci. Am. 288 (5): 40–51. doi:10.1038/scientificamerican0503-40. PMID 12701329. 
  21. ^Max Tegmark (2003). "Parallel Universes". In "Science and Ultimate Reality: from Quantum to Cosmos", honoring John Wheeler's 90th birthday. J. D. Barrow, P.C.W. Davies, & C.L. Harper eds. Cambridge University Press (2003). 288: 40–51. arXiv:astro-ph/0302131. Bibcode:2003astro.ph..2131T. doi:10.1038/scientificamerican0503-40. PMID 12701329. 
  22. ^Tegmark, Max (May 2003). "Parallel Universes". Scientific American: 41. 
  23. ^Kaufmann, Walter. Nietzsche: Philosopher, Psychologist, Antichrist. (Fourth Edition) Princeton University Press, 1974. p327

References[edit]

  • Louis-Auguste Blanqui, Eternity by the Stars, tr. with an intro by Frank Chouraqui (New York: Contra Mundum Press, 2013).
  • Paolo D'Iorio, "The Eternal Return: Genesis and Interpretation", in The Agonist, vol. III, issue I, spring 2011.
  • Hatab, Lawrence J. (2005). Nietzsche's Life Sentence: Coming to Terms with Eternal Recurrence. New York: Routledge. ISBN 0-415-96758-9. 
  • Lorenzen, Michael (2006). "The Ideal Academic Library as Envisioned through Nietzsche's Vision of the Eternal Return". MLA Forum 5, no. 1. 
  • Lukacher, Ned (1998). Time-Fetishes: The Secret History of Eternal Recurrence. Durham, N.C.: Duke University Press. ISBN 0-8223-2253-6. 
  • Magnus, Bernd (1978). ISBN 0-253-34062-4. Bloomington: Indiana University Press. 
  • Jung, Carl (1988). Nietzsche's Zarathustra: Notes of the Seminar Given in 1934 - 1939 (2 Volume Set). Princeton University Press. ISBN 978-0-691-09953-8. 
  • Mircea Eliade (1954) Myth of the Eternal Return Bollingen Foundation Princeton University Press ISBN 978-0691-01777-8
Jacob's Ladder by William Blake (c. 1800, British Museum, London). - Jewish time is linear, has an end and goes up towards spiritual heaven. To step spiritually higher each cyclic year or festive event is well illustrated by this painting, depicting a spiral ladder up.
Scene of Nietzsche's inspiration: „by a massive, pyramidally piled up block not far from Surlei“.

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