61. Bibliography A Bibliography of Collected Works and Correspondence of Mathematicians. This bibliography is available from the Cornell University Mathematics Library. Contact Librarian Steve Rockey for details. A B http://www.library.cornell.edu/math/bibliography/display.cgi

A Bibliography of Collected Works and Correspondence of Mathematicians This bibliography is available from the Cornell University Mathematics Library. Contact Librarian Steve Rockey for details. A B C D E F G H I J K L M N O P Q R S T U V W X Y Z back to Y Author Title Place Publisher Date Abbe, Ernst Carl, 1840-1905 Gesammelte Abhandlungen Jena G. Fischer Abbe, Ernst Carl, 1840-1905 Gesammelte Abhandlungen Hildesheim Olms Abbe, Ernst Carl, 1840-1905 Briefe an seine Jugend- und Studienfreunde Carl Martin und Harald Schutz, 1858-1865 Berlin Akademie-Verlag Abel, Niels Henrik, 1802-1829 Oeuvres completes de N. H. Abel, mathematicien / avec des notes et developpements, redigees par ordre du roi par B. Holmboe Christiania C. Grondahl Abel, Niels Henrik, 1802-1829 Oeuvres completes / nouvelle ed. ; publiee aux frais norvegien par L. Sylow et S. Lie. Christiania C. Grondahl Abel, Niels Henrik, 1802-1829 Oeuvres completes de Niels Henrik Abel / nouv. ed. ; publiee aux frais de l'Etat norvegien par L. Sylow et S. Lie. Christiania, Impr. de Grondahl, 1881. New York Johnson Reprint Corp.

62. Untitled AuthorTitlePlace PublisherDateVolPagesCornell Holding Libary "Abbe, Ernst Carl, 18401905" Gesammelte AbhandlungenJenaG. http://www.library.cornell.edu/math/bibliography/bibliograph-d2.txt

; forward by George Marx ; translators: Jozsef Illy ; editorial assistants: Mary Gay

63. Editeur - Springer-Verlag http://bibli.cirm.univ-mrs.fr/Reference.htm&numrec=191914091919680&Range=0021

Editeur Springer-Verlag Ajouter au panier Imprimer Envoyer par mail Theorie du potentiel proceedings of the colloque jacques deny held at orsay,june 20-23,1983 Mokobodzki, G. (Editeur) ; Pinchon, D. (Editeur) Springer-Verlag Lecture notes in mathematics, 1096 Ecole d'ete de probabilites de Saint-Flour XII - 1982 Dudley, R. M. (Principal) ; Kunita, H. (Co-auteur) ; Ledrappier , F. (Co-auteur) ; Hennequin, P. L. (Editeur) Springer-Verlag Lecture notes in mathematics, 1097 Ouvrage Global analysis studies and applications i Borisovich, Yu. G. (Editeur) ; Gliklik, Yu. E. (Editeur) Springer-Verlag Lecture notes in mathematics, 1108 Sensitivity of functionals with applications to engineering sciences proceedings of a special session of the american mathematical society spring meeting held in n.y. city,may,1983 Komkov, V. (Editeur) Springer-Verlag Lecture notes in mathematics, 1086 Ouvrage Techniques of admissible recursion theory Chong, C. T. (Principal) Springer-Verlag Lecture notes in mathematics, 1106 Ouvrage Stratified mappings structure and triangulability Verona, Andrei

64. 4Reference || Articles Starting With: Os Read about thousands of subjects at 4Reference.net http://www.4reference.net/encyclopedias/os.html

Front Page Encyclopedias Dictionaries Almanacs ... Quotes Articles starting with: os Wikipedia Os Os,_Hedmark Os,_Hordaland OS-9 ... Osyka,_Mississippi

65. Ostyak Definition Of Ostyak. What Is Ostyak? Meaning Of Ostyak. What Does Ostyak Ostyak. Word Word. Noun, 1. Ostyak a member of the nomadic Ugrianpeople living in northwestern http://www.thefreedictionary.com/Ostyak

Dictionaries: General Computing Medical Legal Encyclopedia Ostyak Word: Word Starts with Ends with Definition Noun Ostyak - a member of the nomadic Ugrian people living in northwestern Siberia (east of the Ural mountains) Khanty Russian - a native or inhabitant of Russia Ostyak - a Ugric language (related to Hungarian) spoken by the Ostyak people Khanty Ugrian Ugric - one of the two branches of the Finno-Ugric family of languages; spoken in Hungary and northwestern Siberia Legend: Synonyms Related Words Antonyms Some words with "Ostyak" in the definition: Khanty Ostyak-Samoyed Russian Samoyed ... Ugric Previous General Dictionary Browser Next ostrich fern Ostriferous Ostrogoth ... otalgia Full Dictionary Browser Ostrogoth Ostrogoth (enc.) Ostrogothia (enc.) Ostrogothic Ostroleka (enc.) Ostroleka Voivodship (enc.) Ostropol (enc.) Ostrow Island (enc.) Ostrow Mazowiecka (enc.) Ostrow Wielkopolski (enc.) Ostrowiec Swietokrzyski (enc.) Ostrya Ostrya carpinifolia Ostrya virginiana Ostryopsis ... Ostuni (enc.) Ostvorpommern (enc.) Ostwald Ostwald process (enc.) Ostwald's theory of indicators Ostyak-Samoyed Ostyaks (enc.)

66. Some Common Aqueous PH Values Main Page, http://www.wikisearch.net/en/wikipedia/p/ph/ph.html

Main Page Also see: dance 1 david lynch david cronenberg dale earnhardt ... david hume PH Alternate uses: see Ph pH is a measure of the concentration of protons (H ) in a solution and, therefore, its acidity or alkalinity . The concept was introduced by S.P.L. Sørensen in . The p stands for the German potenz , meaning power or concentration, and the H for the hydrogen ion (H The formula for calculating pH is: where [H ] indicates the concentration of H ions (or also written [H O ], concentration of the equivalent hydronium ions), measured in moles per litre (also known as molarity ). Or in layman's terms , the " pH " value is an approximate number between and 14 for the negative decimal log of the hydronium - ion concentration . In aqueous solution at standard temperature and pressure , a pH of 7 indicates neutrality (e.g. pure water) because water naturally dissociates into H and OH M. A lower pH number (for example pH 3) indicates increasing strength of acidity, and a higher pH number (for example pH 11) indicates increasing strength of alkalinity. Most substances have a pH in the range to 14, although extremely acidic or basic substances may have pH In nonaqueous solutions or non-STP conditions, the pH of neutrality may not be 7. Instead it is related to the

67. ÅàÑø¹¤×÷-¿Î³ÌÉèÖà The summary for this Chinese (Simplified) page contains characters that cannot be correctly displayed in this language/character set. http://www.gs.fudan.edu.cn/cultivate/cultivate4_MATH.htm

Algebraic Topology: An Introduction ½ÌѧÄÚÈÝ£º1¡¢Í¬µ÷ÀíÂ۵Ķ¨ÒåÓë»ù±¾ÐÔÖÊ£»2¡¢Ò»Ð©ÖмäµÄͬµ÷ȺµÄ¼ÆËã¼°Ó¦Ó£»3¡¢cw¸´ÁеÄͬµ÷£»4¡¢ÈÎÒâϵÊýȺµÄͬµ÷£»5¡¢³Ë»ýÖмäµÄͬµ÷£»6¡¢ÉÏͬµ÷ÀíÂÛ£»7¡¢Í¬µ÷ÓëÉÏͬµ÷ÖеĻý¡£»ù±¾ÒªÇó£º1¡¢ÅªÇåͬµ÷ÓëÉÏͬµ÷ÀíÂÛÖеÄһЩ»ù±¾¸ÅÄ2¡¢Ñ§»á¼ÆËãͬµ÷ÓëÉÏͬµ÷µÄһЩ»ù±¾·½·¨£»3¡¢¼ÆËãһЩ¼òµ¥ÍØÆËÖмäµÄͬµ÷ÓëÉÏͬµ÷Ⱥ¡£ ÀîÔªìä¡¢ÕŹú˜Å,¡¶ÍØÆËѧ¡·£»Willian S. Massey, Algebraic Topology; An introduction; Willian S. Massey, Singular Homology Theory; B. A. Dubrown, A. T. Fomenko, S. P. Norikov, Modern Geonetry-Methods and Applications Part¢ò Introduction to Homology Theory. MATH6002¡¡ÏÖ´ú΢·Ö¼¸ºÎ¸ÅÂÛ£¨I£© MATH6025¡¡ÏÖ´ú΢·Ö¼¸ºÎ¸ÅÂÛ£¨II£© Introduction to Modern Differential Geometry 1¡¢½éÉÜÏÖ´ú΢·Ö¼¸ºÎµÄ»ù±¾ÖªÊ¶£¬É漰΢·ÖÁ÷ÐΡ¢¶àÖØÏßÐÔ´úÊý£¬ÏòÁ¿³¡¡¢Íâ΢·Ö¡¢Á÷ÐÎÉÏstokes ¹«Ê½¡¢ÏËά´Ô£¨ÏòÁ¿´Ô£©³õ²½¡£2¡¢½éÉÜÀèÂüÁ÷Ðλù±¾¸ÅÄîºÍ¹¤¾ß¡£Éæ¼°ÀèÂü¶ÈÁ¿¼°ÁªÂç¡¢²âµØÏß¡¢ÇúÂÊ¡¢¸÷ÖֱȽ϶¨Àí¡£ 1¡¢Î¢·ÖÁ÷ÐΡ¢¶àÖØÏßÐÔ´úÊý¡¢ÏòÁ¿´Ô£¨ÕÅÁ¿´Ô£©ºÍÕÅÁ¿³¡¡¢Íâ΢·Ö¡¢Á÷ÐÎÉÏStoke¹«Ê½¼°ÆäÓ¦Ó¡£»ù±¾ÒªÇó£ºÎ¢»ý·Ö¡¢ÏßÐÔ´úÊý¡¢Êʵ±ÊìϤ¾­µä΢·Ö¼¯ºÏµÄÇúæÂÛ¡£2¡¢ÀèÂüÁ÷Ðμ°ÆäÀèÂüÁªÂç¡¢²âµØÏß¡¢ÇúÂÊ¡¢¸÷ÖÖÐÎʽµÄ±È½Ï¶¨ÀíºÍMorseÖ¸±ê¶¨Àí¡¢Çò¶¨Àí¡£»ù±¾ÒªÇó£ºÎ¢·ÖÁ÷Ðγõ²½¡¢´úÊýÍØÆË»ù´¡¡£ Lie Group and Lie Algebra Ò»¡¢ÀîȺºÍÀî´úÊý»ù´¡£º1¡¢ÀîȺºÍÀî´úÊýµÄ¶¨Òå¼°³£¼ûÀý×Ó£»2¡¢µ¥²ÎÊý×ÓȺºÍÖ¸ÊýÓ³É䣻3¡¢ÀîȺ»ù±¾¶¨ÀíºÍCartan±Õ×ÓȺ¶¨Àí£»4¡¢°éËæ±íʾ£¬ÀîȺµÄ²»±ä×ÓȺ¡¢ÖÐÐÄ¡¢¿É½»»»ÐÔµÈÓëÀî´úÊýÏàÓ¦ÐÔÖʵĹØϵ£»5¡¢¸´¸ÇȺ£¬ÀîȺ֮¼äµÄ̬ͬ£¬ÆëÐÔ¿Õ¼äÓëÉÌȺ£»6¡¢ÏßÐÔÀîȺºÍÏßÐÔÀî´úÊý£¬¾ßÌåµÄÏßÐÔÀîȺ£¬ÀýÈçSU(2), SO(3), SO(4), SO(3,1)£»Maurer-CartanÐÎʽ£¬Harr²â¶È¡£¶þ¡¢°ëµ¥Àî´úÊýµÄ½á¹¹Óë·ÖÀࣺ1¡¢¿É½âÀî´úÊýÓëÝÁãÀî´úÊý£»2¡¢Cartan ·Ö½â£»3¡¢°ëµ¥Àî´úÊýµÄCartanÅбð£»4¡¢¸´°ëµ¥Àî´úÊýµÄ¸ùϵ£»5¡¢¸´°ëµ¥Àî´úÊýµÄËظùϵÓëDynkinͼ£»6¡¢¸´°ëµ¥Àî´úÊýµÄ·ÖÀࣻ7¡¢Êµ°ëµ¥Àî´úÊý¡£

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