{"id":6925,"date":"2011-08-21T00:01:00","date_gmt":"2011-08-20T22:01:00","guid":{"rendered":"http:\/\/www.editiondaslabor.de\/blog\/?p=6925"},"modified":"2022-02-21T14:55:20","modified_gmt":"2022-02-21T13:55:20","slug":"seltsamer-attraktor","status":"publish","type":"post","link":"http:\/\/www.editiondaslabor.de\/blog\/2011\/08\/21\/seltsamer-attraktor\/","title":{"rendered":"Seltsamer Attraktor \u2022 \u00dcber Physik &#038; Poesie"},"content":{"rendered":"<p style=\"text-align: right;\"><span style=\"color: #999999;\">Allgemeine Relativit\u00e4t<\/span><\/p>\r\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignright\" src=\"http:\/\/ecx.images-amazon.com\/images\/I\/4132029BMJL._SL500_AA300_.jpg\" alt=\"\" width=\"210\" height=\"210\" \/>Die moderne Physik \u00fcbt auf eine Reihe von Dichtern eine starke Anziehung aus. Das zeigt sich zum Beispiel an den Titeln mancher Gedichte von Raoul Schrott: <em>Albert Einstein \u2013 Allgemeine Relativit\u00e4t <\/em>oder <em>Niels Bohr \u2013 Korrespondenzprinzip<\/em>.<\/p>\r\n<p style=\"text-align: justify;\">Hans Magnus Enzensberger hat dem sogenannten<em> Higgs-Boson<\/em>, dessen Entdeckung in unseren Tagen auch f\u00fcr erhebliche mediale Wirbel sorgte, ein Gedicht gewidmet. Der Titel: <em>Warum wiegt etwas etwas und nicht vielmehr nichts?<\/em> Und so ist der Auftakt:<\/p>\r\n<address style=\"text-align: justify; padding-left: 30px;\">Woher sie nur kommt, die Masse im Bauch<\/address><address style=\"text-align: justify; padding-left: 30px;\">und in den Galaxien? Wir wissen es nicht;<\/address><address style=\"text-align: justify; padding-left: 30px;\">doch sch\u00f6n und ehrenvoll ist es,<\/address><address style=\"text-align: justify; padding-left: 30px;\">so wie Bose &amp; Higgs danach zu fragen.<\/address>\r\n<p style=\"text-align: justify;\">Manche der \u203abiographischen\u2039 Gedichte Enzensbergers haben Leben und Werk von Physikern und Mathematikern zum Inhalt, so zum Beispiel in <em>Leichter als Luft. Moralische Gedichte <\/em>(Suhrkamp 1999) ein Gedicht \u00fcber <em>John von Neumann, <\/em>den Begr\u00fcnder der modernen (abstrakten) Version der Quantentheorie und Pionier der Computertechnik:<\/p>\r\n<address style=\"text-align: justify; padding-left: 30px;\">\u2026 Manchmal kritzelt er Hilbert-R\u00e4ume,<\/address><address style=\"text-align: justify; padding-left: 30px;\">Ringe und Ideale hin. Unbeschr\u00e4nkt<\/address><address style=\"text-align: justify; padding-left: 30px;\">operiert er mit unbeschr\u00e4nkten Operatoren \u2026<\/address>\r\n<p style=\"text-align: justify;\">Viele Vorstellungen der zeitgen\u00f6ssischen Physik werden oft als grotesk und bedrohlich empfunden. Auch das findet seinen Niederschlag in Gedichten. In Simon Armitages\u2019 Gedichtbuch <em>Zoom! <\/em>(Berlin Verlag 2011) sind im gleichnamigen Gedicht diese Verse zu lesen:<\/p>\r\n<address style=\"text-align: justify; padding-left: 30px;\">\u2026 until suddenly,<\/address><address style=\"text-align: justify; padding-left: 60px;\">mercifully, it is drawn aside through the eye<\/address><address style=\"text-align: justify; padding-left: 30px;\">of a black hole<\/address><address style=\"text-align: justify; padding-left: 60px;\">and bulleted into a neighbouring galaxy, emerging<\/address><address style=\"text-align: justify; padding-left: 30px;\">smaller and smoother<\/address><address style=\"text-align: justify; padding-left: 60px;\">than a billiard ball but weighing more than Saturn &#8230;<\/address>\r\n<p style=\"text-align: right;\"><span style=\"color: #999999;\">\u00a0Nicht ohne Reiz <\/span><\/p>\r\n<p style=\"text-align: justify;\">Henning Heske hat das Schreiben von Gedichten nah an der Physik \u2013 oder allgemein den Naturwissenschaften \u2013 zum Programm erhoben. In einem manifestartigen Aufsatz <span style=\"color: #000080;\"><a href=\"http:\/\/www.poetenladen.de\/umkreisungen\/henning-heske-umkreisungen.htm\"><span style=\"color: #000080;\"><em>Fragmente einer naturwissenschaftlichen Poetologie<\/em><\/span><\/a><\/span> beschreibt er Grundlagen und Beispiele. So weist er auf das lyrische Potential vieler Neologismen der modernen Physik hin. Auch manche Akronyme sind nicht ohne Reiz, zum Beispiel <em>susy<\/em> (von <em>super symmetry<\/em>) oder <em>wimps<\/em> (<em>weakly interacting massive particles<\/em>), kreiert zur Deutung der <em>dunklen Materie<\/em>. Lyrische Effekte, so Heske, lassen sich auch erzielen durch einen die Fachtermini verfremdenden Kontext. Viele M\u00f6glichkeiten also, ein fruchtbares Feld f\u00fcr den lyrischen Kompilator.<\/p>\r\n<p style=\"text-align: right;\"><span style=\"color: #999999;\"><strong>\u00a0Chaostheorie<\/strong><\/span><\/p>\r\n<p style=\"text-align: justify;\">Die Attraktivit\u00e4t der modernen Physik ist nicht auf Dichter beschr\u00e4nkt. Viele Menschen interessieren, begeistern sich heute f\u00fcr die Probleme der Quantenmechanik, Kosmologie oder Chaostheorie. So erkl\u00e4rt sich, da\u00df immer neue popul\u00e4rwissenschaftliche B\u00fccher \u00fcber moderne Physik, meist geschrieben von bedeutenden Wissenschaftlern, in rascher Folge erscheinen. Sie erzielen h\u00e4ufig Bestseller-Auflagen. Von Stephen Hawkings Buch <em>A Brief History of Time <\/em>wurden ca. 10 Millionen Exemplare verkauft. (Das entspricht etwa dem Verkauf \u2013 wenn auch in verschiedenen Bev\u00f6lkerungsschichten \u2013 von Albert Camus\u2019 <em>Die Pest<\/em> oder Grace Metalious\u2019<em> Peyton Place<\/em>).<\/p>\r\n<p style=\"text-align: right;\">\u00a0<span style=\"color: #999999;\">Mesokosmos<\/span><\/p>\r\n<p style=\"text-align: justify;\">Worin ist die enorme Attraktivit\u00e4t, das hohe Verf\u00fchrungspotential der modernen Physik f\u00fcr so viele Zeitgenossen begr\u00fcndet? Darin, da\u00df die Besch\u00e4ftigung mit Physik f\u00fcr kurze Zeit R\u00e4tsel und Geheimnis, Poesie in ihre meist ziemlich karg ausger\u00fcstete intellektuelle Welt bringt? R\u00e4tsel zumal, die Geheimnis bleiben, auch wenn sie gel\u00f6st sind. Vielleicht auch, weil die Besch\u00e4ftigung mit moderner Physik uns zwingt, vor\u00fcbergehend den Mesokosmos zu verlassen, dem die Evolution unser Gehirn angepasst hat, und sich in Welten zu begeben, deren Dimensionen in Lichtjahren oder Nanometer gemessen werden, Welten, in denen es nicht-lineare Kausalit\u00e4ten gibt? Meist ist die reine Fiktion ebenso langweilig wie das empirisch Gesicherte und theoretisch v\u00f6llig Verstandene; in der Zwischenzone, da ist es interessant. Und in dieser Zwischenzone befindet sich heute die Physik und \u00fcbt die Fernwirkungen aus, von denen hier die Rede war.<\/p>\r\n<p class=\"has-text-align-center\" style=\"text-align: center;\">\u00a0<\/p>\r\n<p>&nbsp;<\/p>\r\n<p align=\"center\">***<\/p>\r\n<p style=\"text-align: justify;\" align=\"center\"><img loading=\"lazy\" decoding=\"async\" class=\"alignleft\" 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\" alt=\"\" width=\"167\" height=\"229\" \/>Der Lyriker, Essayist und Aphoristiker Maximilian Zander ver\u00f6ffentlichte seit Mitte der 1990er-Jahre Gedichte und Aphorismen. Seine lakonischen (immer wieder auch metalyrischen) Gedichte, die u.\u00a0a. in Literaturzeitschriften wie <i>ndl<\/i>, <i>Muschelhaufen<\/i>, <i>Faltblatt<\/i> und Anthologien wie Axel Kutsch, <a href=\"http:\/\/www.editiondaslabor.de\/blog\/?p=12833\"><i>Versnetze<\/i><\/a> (2005) oder Theo Breuer, <i>NordWestS\u00fcdOst<\/i> (2003) sowie in bislang vier Gedichtb\u00e4nden erschienen, setzen sich auf ironisch-distanzierte Art und Weise mit Alltag und Gesellschaft aus der Sicht eines welterfahrenen Menschen auseinander.<\/p>\r\n<p style=\"text-align: justify;\" align=\"center\"><strong>Weiterf\u00fchrend \u2192 <\/strong>Lesen Sie auch seinen <a href=\"http:\/\/www.editiondaslabor.de\/blog\/?p=5418\">Essay <\/a>\u00fcber Lyrik.<\/p>\r\n<!-- \/wp:post-content -->\r\n\r\n<!-- wp:image {\"align\":\"left\",\"id\":62171,\"sizeSlug\":\"large\"} \/-->\r\n\r\n<!-- wp:paragraph -->\r\n<p style=\"text-align: justify;\">\u2013 Poesie ist das identit\u00e4tsstiftende Element der Kultur, KUNOs <a href=\"http:\/\/www.editiondaslabor.de\/blog\/?p=25630\">poetologische Positionsbestimmung<\/a>.<\/p>\r\n<p style=\"text-align: justify;\"><!-- \/wp:paragraph -->\r\n\r\n<!-- wp:paragraph --><\/p>","protected":false},"excerpt":{"rendered":"<p>Allgemeine Relativit\u00e4t Die moderne Physik \u00fcbt auf eine Reihe von Dichtern eine starke Anziehung aus. Das zeigt sich zum Beispiel an den Titeln mancher Gedichte von Raoul Schrott: Albert Einstein \u2013 Allgemeine Relativit\u00e4t oder Niels Bohr \u2013 Korrespondenzprinzip. Hans Magnus&hellip;<\/p>\n<p class=\"more-link-p\"><a class=\"more-link\" href=\"http:\/\/www.editiondaslabor.de\/blog\/2011\/08\/21\/seltsamer-attraktor\/\">Read more &rarr;<\/a><\/p>\n","protected":false},"author":31,"featured_media":99196,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[266,611,568,665,173,664,489,667,666],"class_list":["post-6925","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-literatur","tag-albert-camus","tag-albert-einstein","tag-hans-magnus-enzensberger","tag-henning-heske","tag-maximilian-zander","tag-niels-bohr","tag-raoul-schrott","tag-simon-armitage","tag-stephen-hawking"],"_links":{"self":[{"href":"http:\/\/www.editiondaslabor.de\/blog\/wp-json\/wp\/v2\/posts\/6925","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/www.editiondaslabor.de\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.editiondaslabor.de\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.editiondaslabor.de\/blog\/wp-json\/wp\/v2\/users\/31"}],"replies":[{"embeddable":true,"href":"http:\/\/www.editiondaslabor.de\/blog\/wp-json\/wp\/v2\/comments?post=6925"}],"version-history":[{"count":1,"href":"http:\/\/www.editiondaslabor.de\/blog\/wp-json\/wp\/v2\/posts\/6925\/revisions"}],"predecessor-version":[{"id":99221,"href":"http:\/\/www.editiondaslabor.de\/blog\/wp-json\/wp\/v2\/posts\/6925\/revisions\/99221"}],"wp:featuredmedia":[{"embeddable":true,"href":"http:\/\/www.editiondaslabor.de\/blog\/wp-json\/wp\/v2\/media\/99196"}],"wp:attachment":[{"href":"http:\/\/www.editiondaslabor.de\/blog\/wp-json\/wp\/v2\/media?parent=6925"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.editiondaslabor.de\/blog\/wp-json\/wp\/v2\/categories?post=6925"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.editiondaslabor.de\/blog\/wp-json\/wp\/v2\/tags?post=6925"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}