ellauri051.html on line 1079: 489 This is the geologist, this works with the scalpel, and this is a mathematician. 489 Tämä on geologi, tämä työskentelee skalpellilla, ja tämä on matemaatikko.
ellauri052.html on line 961: He portrayed his ex-wives, before and after they divorced him, as they declined from goddess to devil. Their sexual betrayals and financial extortions supplied the mother lode of his fictional material and generated the misogyny and guilt that fueled his creative powers. He exalted his fourth wife, the Gentile Romanian mathematician Alexandra Tulcea, as the “translucent Minna gazing at the stars” in The Dean’s December and crucified her as the “ferocious, chaos-dispensing Vela” in Ravelstein.
ellauri063.html on line 78: Degrees in Philosophy and Mathematics
ellauri063.html on line 544: shemagh: oikealta nimeltään keffiyeh (arab. كوفية, kūfīyä), rättipäiden päärätti arabiaksi.
ellauri064.html on line 280: Unabomber Theodore John Kaczynski (/kəˈzɪnski/; born May 22, 1942), also known as the Unabomber (/ˈjuːnəbɒmər/), is an American domestic terrorist, anarchist, and former mathematics professor. He was a mathematics prodigy, but he abandoned his academic career in 1969 to pursue a more primitive lifestyle. Between 1978 and 1995, he killed three people and injured 23 others in an attempt to start a revolution by conducting a nationwide bombing campaign targeting people involved with modern technology. In conjunction with this effort, he issued a social critique opposing industrialization while advocating a nature-centered form of anarchism.
ellauri065.html on line 97: Hertwigswaldau ist ein Ort, der 1939 zu Deutsches Reich gehörte und im Verwaltungsgebiet Jauer lag. Hertwigswaldau gehörte ehemals zum Deutschen Reich. Im Deutschen Reich hieß der Ort Hertwigswaldau. Heute heißt der Ort Snowidza und gehört zu Polen.
ellauri065.html on line 165: Väljän alueet Saksan ( saksa : Ehemalige Deutsche Ostgebiete ) ovat ne, maakuntien tai alueiden itään nykyisen itärajan Saksan (jäljempänä Oder-Neisse-linja ), jotka menettivät Saksan jälkeen maailmansodan ja sitten toisen maailmansodan ; on ollut osa Saksan valtakuntaa vuodesta 1871 ja aiemmin Preussista ja Itävallasta. Niihin kuuluu maakuntia, joita on historiallisesti pidetty saksalaisina, ja muita, joista tuli saksalaisia Saksan yhdistymisen jälkeen vuonna 1871.
ellauri066.html on line 360: Is Pynchon’s equation of motion a standard differential equation used by specialists to calculate the path of a rocket’s flight or to control its yaw? No: Pynchon’s equation does not resemble anything one might reasonably expect. […] Not only are most of the symbols in Pynchon’s equation obscure, but the general structure of the terms in the equation also makes it impossible to identify with one or other of the equations describing the position and orientation of a rocket in flight. This equation, then, is not a genuine mathematical expression in this context. It may appear authoritative to the layperson, but it is unlikely to fool a rocket scientist. (Schachterle/Aravind, 2001: 162)...
ellauri066.html on line 941:
ellauri067.html on line 491: There’s a dirty secret tucked away in Thomas Pynchon’s novels, eand it’s this: beyond all the postmodernism and paranoia, the anarchism and socialism, the investigations into global power, the forays into labor politics and feminism and critical race theory, the rocket science, the fourth-dimensional mathematics, the philatelic conspiracies, the ’60s radicalism and everything else that has spawned 70 or 80 monographs, probably twice as many dissertations, and hundreds if not thousands of scholarly essays, his novels are full of cheesy love stories.
ellauri069.html on line 111: He also believed that one of the things deadening our responses was mass culture. “I believe that’s the place artists are trying to get to, and I further believe that when they are successful, they reach it... an area somewhere probably between mathematics and religion, in which what may fairly be called truth exists.” He was an enemy of television. He was a serious jazz buff. It took him a while to become interested in rock. Daugherty is right. He was a postmodernist in the first sense.
ellauri069.html on line 479: Imagine a story that combines Ulysses, Catch-22, The Canterbury tales, Under the Volcano, On the Road and many others. First, there is a huge cast of characters and most times, it is unclear who’s speaking and to whom. A second challenge is getting into the context of the book. The novel demands a vast knowledge of history, geography, music, literature, science, mathematics and occult. Apart from this the book also explicitly deals with profanity, racism, violence, pedophilia, coprophilia and seemingly infinite number of sex scenes. That being said, Pynchon doesn’t throw them arbitrarily and each one of them have a purpose. The main plot itself is set at the end of World War 2 and Europe is in chaos. As new countries and alliances are being formed, so too are new perspectives within the characters. Mental state being broken down, people making poor choices and actions being justified and helps us see how people tend to live destructively. As if there complexities weren’t enough, Pynchon includes a “postmodern” aspect of the book that leaves the first-time reader confused. Pynchon’s voice is seen through this aspect and a sense of paranoia creeps throughout the book and everything is questioned.
ellauri069.html on line 750: Tässä kohtaa suomenkielinen wikisivu katkeaa, joten täytyy kääntää loppupää omin sanoin suomexi. Matkalla keltaista tiilitietä alas Dorothy ottaa osaa bankettiin jonka järkkää maiskiainen nimeltä Boq. Seuraavana päivänä D. vapauttaa Varixenpelätin (h.k.) (TW: trigger warning) paalusta jossa se roikkuuu, laittaa öljyä kannusta Tölkki Puumiehen ruosteisiin jointteihin, ja tapaa Pelkurimaisen Leijonan. Varixenpelätin tahtoo aivot, Tölkki Puumies tahtoo sydämmen, ja Leijona haluu cojones, joten D. rohkaisee niitä matkaamaan kanssaan ja Toton kanssa Smaragdistadiin pyytämään apuaa Welholta. Useiden seikkailujen kuluttua matkalaiset saapuvat Smaragdistadiin ja tapaavat portinvartijan (Guardian!) joka pyytää heitä käyttämään vihreäxi värjättyjä rillejä jotta niiden silmät ei häikäistyisi stadin loistosta. Jokainen kuzutaan Wizardin pakeille. Hän ilmestyy Dorothylle jättipäänä, Varixenpelätille hemaisevana leidinä, Tölkki Puumiehelle hirveänä petona, ja Leijonalle tulipallona. Hän lupaa silti auttaa heitä kaikkia jos ne tappavat Lännen ilkeän noidan, joka hallizee Kullimaata. Guardian varoittaa heitä että kukaan ei ole koskaan voittanut noitaa.
ellauri071.html on line 152: Der "Cornet" entstand in einer ersten Fassung 1899, wurde aber erst 1904 veröffentlicht. Laut einem Brief Rilkes war er das Produkt einer einzigen Nacht, "einer Herbstnacht, hingeschrieben bei zwei im Nachtwind wehenden Kerzen". Auf das Thema stieß Rilke bei einem Onkel, der Ahnenforschung betrieb. Als Beleg für die adlige Herkunft seiner Familie hatte dieser die Kopie eines alten Aktenauszugs gefunden, der sich auf einen gewissen "Christoph Rülcke zu Linda" bezieht. Dieser sei 1660 als junger Cornett (Fahnenträger) im österreichischen Heer verstorben. Rilke greift die Handlung auf, verlegt den Tod seines Helden um drei Jahre in den österreichischen Türkenkrieg und macht daraus eine heroische Prosadichtung. Indem er den "Heldentod" poetisch verklärt und mit erotischen Motiven verbindet, trifft der Dichter mit der "Weise von Liebe und Tod des Cornet Christoph Rilke" den Geschmack seiner Zeit. Das Werk wird Rilkes erfolgreichstes und bekanntestes Buch, ist aber wegen der Verherrlichung des Soldatentodes umstritten.
ellauri072.html on line 491: What with the recursive and self-reflexive and aw-shucks mixed with Kierkegaard and Stanley Cavell and higher mathematics, Wallace is infectious — weirdly, this is the case even if you have never read him! the voice has permeated the culture! Wow!
ellauri073.html on line 443: “seemed intuitively to sense that it was a matter not of reduction at all, but—perversely—of expansion, the aleatory flutter of uncontrolled, metastatic growth—each well-shot ball admitting of n possible responses, n-squared possible responses to those responses, and on into what Incandenza would articulate to anyone who shared both his backgrounds as a Cantorian continuum of infinities of possible move and response, Cantorian and beautiful because infoliating, contained, this diagnate infinity of infinities of choice and execution, mathematically uncontrolled but humanly contained, bounded by the talent and imagination of self and opponent, bent in on itself by the containing boundaries of skill and imagination that brought one player finally down, that kept both from winning, that made it, finally, a game, these boundaries of self.”
ellauri074.html on line 492: SIDNEY GOTTLIEB: Hej! Skippa motivationen, skriv ett schema och följ det. Börja på en låg nivå med enkel träning som är lätt att komma igång med. Gå till krogen och lyft en par öl tex. Meskalin hjälper. Börja imorgon!
ellauri078.html on line 34: Infinity is something we are introduced to in our math classes, and later on we learn that infinity can also be used in physics, philosophy, social sciences, etc. Infinity is characterized by a number of uncountable objects or concepts which have no limits or size. This concept can be used to describe something huge and boundless. It has been studied by plenty of scientists and philosophers of the world, since the early Greek and early Indian epochs. In writing, infinity can be noted by a specific mathematical sign known as the infinity symbol (∞) created by John Wallis, an English mathematician who lived and worked in the 17th century.
ellauri078.html on line 44: The infinity symbol ( ∞ {\displaystyle \infty } \infty , ∞, or in unicode ∞) is a mathematical symbol representing the concept of infinity. In algebraic geometry, the figure is called a lemniscate.
ellauri078.html on line 48: Curves that have been called a lemniscate include three quartic plane curves: the hippopede or lemniscate of Booth, the lemniscate of Bernoulli, and the lemniscate of Gerono. The study of lemniscates (and in particular the hippopede) dates to ancient Greek mathematics, but the term "lemniscate" for curves of this type comes from the work of Jacob Bernoulli in the late 17th century.
ellauri078.html on line 50: The consideration of curves with a figure-eight shape can be traced back to Proclus, a Greek Neoplatonist philosopher and mathematician who lived in the 5th century AD. Proclus considered the cross-sections of a torus by a plane parallel to the axis of the torus. As he observed, for most such sections the cross section consists of either one or two ovals; however, when the plane is tangent to the inner surface of the torus, the cross-section takes on a figure-eight shape, which Proclus called a horse fetter (a device for holding two feet of a horse together), or "hippopede" in Greek. The name "lemniscate of Booth" dates to its study by the 19th-century mathematician James Booth.
ellauri078.html on line 56: the mathematical
ellauri078.html on line 141: By Emily Dickinson’s own account, she delighted in all aspects of the school—the curriculum, the teachers, the students. The school prided itself on its connection with Amherst College, offering students regular attendance at college lectures in all the principal subjects— astronomy, botany, chemistry, geology, mathematics, natural history, natural philosophy, and zoology. As this list suggests, the curriculum reflected the 19th-century emphasis on science. That emphasis reappeared in Dickinson’s poems and letters through her fascination with naming, her skilled observation and cultivation of flowers, her carefully wrought descriptions of plants, and her interest in “chemic force.” Those interests, however, rarely celebrated science in the same spirit as the teachers advocated.
ellauri082.html on line 781: "The underrepresentation of girls and women in science, technology, engineering, and mathematics (STEM) is a continual concern for social scientists and policy makers. Using an international database on adolescent achievement in science, mathematics, and reading (n = 472,242), we show girls performed similarly or better than boys in science in two of every three countries, and in nearly all countries, more girls appeared capable of college-level STEM study than enrolled. Paradoxically, the sex differences in the magnitude of relative academic strengths and pursuit of STEM degrees increased with increases in national gender equality. The gap between boys’ science achievement and girls’ reading achievement relative to their mean academic performance was near universal. These sex differences in academic strengths and attitudes toward science correlated with the STEM graduation gap. A mediation analysis suggests that life-quality pressures in less gender equal countries promote girls’ and women’s engagement with STEM subjects."
ellauri088.html on line 86: Gustav Fechner (1801-1887) argued for psychophysical parallelism, according to which the mental and physical worlds run parallel to each other but do not interact. Fechner developed the Weber-Fechner law, according to which the perceived intensity of a stimulus increases arithmetically as a constant multiple of the physical intensity of the stimulus or in other words, changes of physical intensity gallop along at a brisk pace while the corresponding changes of perceived intensity creep along. The Weber and the Weber-Fechner laws were the first laws to provide a mathematical statement of the relationship between the mind and the body. Another significant contribution when S. S. Stevens (1906-1973) demonstrated that psychological intensity grows as an exponential function of physical stimulus intensity, that is, equal stimulus ratios always produce equal sensory ratios although different ratios hold for different sensory modalities. (Siis mitä? Aritmeettisesti vai logaritmisesti?)
ellauri088.html on line 97: Several sensations form an idea. Several feelings form a composite feeling. Emotions are affective processes over time (they have a beginning, a middle, and an end). Volitions are changes in ideas or feelings that bring an emotion to an end. oAApperception is also relevant to clinical psychology. Projective tests such as the Rorschach and the TAT are based on the concept of apperception. (TAT: Thematic Apperception Test) Why is it that we perceive reality this or that way? Skewed perception may be connected with mental illness. Like seeing naked women undressing everywhere. There is a will involved there.
ellauri096.html on line 186: But the skeptic should not lose his nerve. Proof does not always yield knowledge. Consider a student who correctly guesses that a step in his proof is valid. The student does not know the conclusion but did prove the theorem. His instructor might have trouble getting the student to understand why his answer constitutes a valid proof. The intransigence may stem from the prover’s intelligence rather than his stupidity. L. E. J. Brouwer is best known in mathematics for his brilliant fixed point theorem. But Brouwer regarded his proof as dubious. He had philosophical doubts about the Axiom of Choice and Law of Excluded Middle. Brouwer persuaded a minority of mathematicians and philosophers, known as intuitionists, to emulate his inability to be educated by non-constructive proofs.
ellauri097.html on line 126: Mencken defended the evolutionary views of Charles Darwin, but spoke unfavorably of many prominent physicists and had little regard for pure mathematics. Regarding theoretical physics, he said to longtime editor Charles Angoff, "Imagine measuring infinity! That´s a laugh." Ei se osannut kuin neljä laskutapaa, nekin sinnepäin.
ellauri097.html on line 128: Elsewhere, he dismissed higher mathematics and probability theory as "nonsense", after he read Angoff´s article for Charles S. Peirce in the American Mercury. "So you believe in that garbage, too—theories of knowledge, infinity, laws of probability. I can make no sense of it, and I don´t believe you can either, and I don´t think your god Peirce knew what he was talking about."
ellauri097.html on line 149: Mencken repeatedly identified mathematics with metaphysics and theology. According to Mencken, mathematics is necessarily infected with metaphysics because of the tendency of many mathematical people to engage in metaphysical speculation. In a review of Alfred North Whitehead's The Aims of Education, Mencken remarked that, while he agreed with Whitehead's thesis and admired his writing style, "now and then he falls into mathematical jargon and pollutes his discourse with equations," and "[t]here are moments when he seems to be following some of his mathematical colleagues into the gaudy metaphysics which now entertains them."[50] For Mencken, theology is characterized by the fact that it uses correct reasoning from false premises. Mencken also uses the term "theology" more generally, to refer to the use of logic in science or any other field of knowledge. In a review for both Arthur Eddington's The Nature of the Physical World and Joseph Needham's Man a Machine, Mencken ridiculed the use of reasoning to establish any fact in science, because theologians happen to be masters of "logic" and yet are mental defectives:
ellauri097.html on line 153: Instead of mathematical "speculation" (such as quantum theory), Mencken believed physicists should just directly look at individual facts in the laboratory like chemists:
ellauri097.html on line 155: If chemists were similarly given to fanciful and mystical guessing, they would have hatched a quantum theory forty years ago to account for the variations that they observed in atomic weights. But they kept on plugging away in their laboratories without calling in either mathematicians or theologians to aid them, and eventually they discovered the isotopes, and what had been chaos was reduced to the most exact sort of order.
ellauri097.html on line 159: In the same article which he later re-printed in the Mencken Chrestomathy, Mencken primarily contrasts what real scientists do, which is to simply directly look at the existence of "shapes and forces" confronting them instead of (such as in statistics) attempting to speculate and use mathematical models. Physicists and especially astronomers are consequently not real scientists, because when looking at shapes or forces, they do not simply "patiently wait for further light," but resort to mathematical theory. There is no need for statistics in scientific physics, since one should simply look at the facts while statistics attempts to construct mathematical models. On the other hand, the really competent physicists do not bother with the "theology" or reasoning of mathematical theories (such as in quantum mechanics):
ellauri100.html on line 252: Academics: Graduated from Big-Ten U in the early 1960s with a B.A. in Economics. Accepted for graduate study in economics at several top schools, including Chicago, M.I.T., and some Ivy League schools. Chose M.I.T. and soon regretted the choice: gray, rainy Cambridge and robotic mathematical approach to economics made for a depressing combination. Returned to alma mater to finish the academic year, then quit to join the (somewhat) “real world” and earn some money. Read: I flunked because I was too dense for M.I.T.
ellauri100.html on line 539: The other scale is the Subjective Numeracy Scale by Angela Fagerlin and colleagues, which measures individuals’ preference for numerical information. Numeracy (adapted from the term ‘literacy’) represents individuals’ ability to comprehend and use probabilities, ratios, and fractions. Traditional measures of numeracy ask people to perform mathematical operations, such as ‘If person A’s risk of getting a disease is 1% in 10 years, and person B’s risk is double that of A’s, what is B’s risk?’ However, some participants find these types of problems stressful and unpleasant, plus they are difficult to score in online studies. Subjective numeracy measures (like the scale you just took) are shown to be equally good measures of numeracy, without burdening participants.
ellauri101.html on line 48: In 1921, Campbell graduated from the Canterbury School in New Milford, Connecticut. While at Dartmouth College he studied biology and mathematics, but decided that he preferred the humanities. He transferred to Columbia University, where he received a Bachelor of Arts degree in English literature in 1925 and a Master of Arts degree in medieval literature in 1927. At Dartmouth he had joined Delta Tau Delta. An accomplished athlete, he received awards in track and field events, and, for a time, was among the fastest half-mile runners in the world.
ellauri101.html on line 592: Yhdysvaltain Y-sukupolvi varttui 1990-luvun vakaan taloustilanteen aikana, kun maan talous nousi huikeasti ja kulutus lähti nousuun. Suuren työn tehnyt vanhempi sukupolvi pystyi tarjoamaan lapsilleen vakaan, turvallisen lapsuuden sekä korkeakoulutuksen. Demokratian tuulet sekä vapaa kasvatus toivat lisää vapautta lapsille, ja perhemalli uudistui auktoriteettisuhteiden vapauduttua. Teknologia mahdollisti lisääntyvän mainonnan, jonka luomiin arvoihin uusi sukupolvi kasvoi kiinni. Vanhemmat sukupolvet säästivät rahaa, mutta Y-sukupolvi kuluttaa. Halukkuus hyväntekeväisyyteen sekä auttamiseen ovat tyypillisiä, silloin kun oma elämän koetaan olevan taloudellisesti kunnossa. Varakkuus on mahdollistanut suvaitsevuuden, yhdessä internetin kehittymisen, matkustamisen lisääntymisen sekä maapalloistumisen kanssa.
ellauri102.html on line 145: Nugentin ensimmäinen avioliitto oli Sandra Janowskin kanssa vuosina 1970–1976. He saivat kaiketi yhteisiä lapsia, mutta liitto päättyi avioeroon ja nyt Tedillä on vaan koiria. Kultaisia noutajia. Janowski kuoli auto-onnettomuudessa 1982. Nugent meni 21. tammikuuta 1989 uusiin naimisiin Shemane Dezielin kanssa.
ellauri117.html on line 170: In 1920, als er sich wieder auf einer Erholungskur in Südtirol befand, begann er einer Frau zu schreiben, die ihm geistig ebenbürtig war. Sie hieß Milena Jesenská-Polak, war 24 Jahre alt, verheiratet und keine Jüdin. Sie war eine emanzipierte Frau, Künstlerin und Intellektuelle, die Kafka gebeten hatte, einige seiner Werke ins Tschechische übersetzen zu dürfen. Sie vergötterte Kafka als Schriftsteller und konnte sich in seine seelische Welt einfühlen, denn auch sie hatte unter einem tyrannischen Vater zu leiden gehabt. Kafka bot ihr finanzielle Unterstützung an, wenn sie ihren Ehemann verließe. Vor ihrer endgültigen Entscheidung verbrachten die beiden jedoch vier Tage lang «Probeflitterwochen». Nach ihrer Rückkehr schlug Milena das Angebot aus. Ihr war schnell klargeworden, was es bedeutete, mit einem dem Tod geweihten
ellauri119.html on line 326: In all branches of Judaism, the God of the Hebrew Bible is considered one singular entity, with no divisions, or multi-persons within, and they reject the idea of a co-equal multi-personal Godhead or "Trinity", as actually against the Shema. They do not consider the Hebrew word for "one" (that is "echad") as meaning anything other than a simple numerical one.
ellauri119.html on line 328: The Shema Hebrewשמע ישראל ה׳ אלוהנו ה׳ אחד Common transliterationSh’ma Yisrael Adonai Eloheinu Adonai Echad EnglishHear, O Israel! The Lord is our God! The Lord is One!
ellauri119.html on line 330: This view is espoused by Judaism´s most revered credo, the Shema.
ellauri131.html on line 896: [For the uninteresting American mathematician, see Louise Hay (mathematician).]
ellauri140.html on line 144: In "The Mathematics of Magic", the second of Fletcher Pratt and L. Sprague de Camp's Harold Shea stories, the modern American adventurers Harold Shea and Reed Chalmers visit the world of The Faerie Queene, where they discover that the greater difficulties faced by Spenser's knights in the later portions of the poem are explained by the evil enchanters of the piece having organized a guild to more effectively oppose them. Juppajju, dominoteoria. Hullut vietnam-veteraanit sekoaa kun pitäs syödä lo meiniä. Kiinattaret tuoxuu tutusti halvalta hajuvedeltä ja herneenpalolta.
ellauri146.html on line 858: Gauck wirbt für einen verantwortungsvollen Kapitalismus (Rede vom 15. November 2012). Man dürfe nicht der Wirtschaft nur aus Angst die Freiheit nehmen. Bei Gauck überraschte allerdings der Kostenumfang. So erhielt Gauck neun Büros im ersten Stock des Bundestagsgebäudes mit insgesamt 197 Quadratmetern. Gaucks Bürobereich wurde für 52.000 Euro umgebaut. Die Möblierung von Gaucks persönlichem Büroraum kostete 35.000 Euro. In der Frankfurter Rundschau kritisierte Katja Thorwart, dass Gauck als ein Beispiel für seine Formulierung „schwer konservativ“ den ehemaligen Vorsitzenden der CDU/CSU-Bundestagsfraktion Alfred Dregger genannt habe, der den nationalsozialistischen Angriffskrieg gegen die Sowjetunion als nicht grundsätzlich falsch eingeordnet, sich für die Freilassung inhaftierter deutscher Kriegsverbrecher eingesetzt oder den Begriff der „Befreiung“ durch die Alliierten im Zweiten Weltkrieg als „einseitig“ markiert habe.
ellauri146.html on line 860: Die Prager Erklärung zum Gewissen Europas und zum Kommunismus (engl. Prague Declaration on European Conscience and Communism) wurde am 3. Juni 2008 von mehreren prominenten europäischen Politikern, ehemaligen politischen Häftlingen und Historikern unterzeichnet, unter ihnen Václav Havel und Joachim Gauck. Die Erklärung forderte unter anderem die Verurteilung von kommunistischen Verbrechen und die Ausrufung des 23. August als Europäischer Tag des Gedenkens an die Opfer von Stalinismus und Nationalsozialismus. Der Gedenktag wurde am 2. April 2009 vom Europäischen Parlament ausgerufen.
ellauri147.html on line 483: Lauri Ylönen heiratete seine langjährige Lebensgefährtin und Mutter seines Sohnes Julius Kristian Ylönen, die ehemalige PMMP-Sängerin Paula Vesala am 8. November 2014 in Las Vegas. Dies gaben beide am 29. Dezember 2014 in einer Mitteilung bekannt. Am 5. Januar 2015 wurde die Ehe in Helsinki registriert. 2016 wurde die Ehe geschieden.
ellauri147.html on line 567: 1999 Promotion zum Dr. rer. med. am Fachbereich Medizin der J.W.Goethe-Universität; Thema der Dissertation bei Stavros Mentzos: Narzissmus zwischen Selbst und Objekt, veröffentlicht unter dem Titel: Narzissmus und Objekt. Ein intersubjektives Verständnis der Selbstbezogenheit, bei Vandenhoeck & Ruprecht, Göttingen 2000.
ellauri147.html on line 581: