21. La Vallee-Poussin L. De la valleePOUSSIN Louis de. Belgium. Born in 1869. Died on in 1938.Indologist. Corresponding Member of the Division of Historical http://www.icp.ac.ru/RAS_1724-1999/CD_PAH/ENG/15/1534.HTM

LA VALLEE-POUSSIN Louis de Belgium. Born in 1869. Died on in 1938. Indologist. Corresponding Member of the Division of Historical Sciences and Philology since 03.12.1916.

22. Foreign Members (main_a07) Backward. Foreign Members of the Academy. 1782 L'Huiller SimonAntoine-Jean(Switzerland). 1916 la vallee-Poussin Louis de (Belgium). http://www.icp.ac.ru/RAS_1724-1999/CD_PAH/ENG/GALLERY/FMA_MA07.HTM

Foreign Members of the Academy L'Huiller Simon-Antoine-Jean (Switzerland) La Vallee-Poussin Louis de (Belgium) Lacaille Nicolas-Louis de (France) Lacaze-Duthiers Felix-Joseph-Henri de (France) Lachmann Karl Konrad Friedrich (Germany) Lacroix Francois-Antoine-Alfred (France) Lagarde (Boetticher) Paul Anton de (Germany) Lagrange Joseph Louis, de, count (France) Lalande Le Francois Joseph-Jerom de (France) Lame Gabriel (France) Landau Edmund Georg Hermann (Germany) Landolt Hans Heinrich (Germany) Langevin Paul (France) Langles Louis-Mathieu (France) Langsdorf Grigorii Ivanovich (Georg Heinrich) (Germany) Lankester Edwin Ray (Great Britain) Lanman Charles Rokwell (USA) Laplace Pierre-Simon de, count, later marquis (France) Lappenberg Johann Martin (Germany) Lassen Christian (Germany) Laue Max Theodor Felix von (Germany) Laukien Guenter (German Federal Republic) Lavisse Ernest (France) Lawrence Ernest Orlando (USA) Lax Peter David (USA) Layell Charles (Great Britain) Le Cat Claude-Nicolas (France) Le Chatelier Henri-Louis (France) Le Clerc (Clerc) Nikolai Gavriil (Nicolas-Gabriel) count (France) Le Roy Piotr Liudovik (Pierre-Louis) (France) Le Verrier Urbain-Jean-Joseph (France) Lebesgue Henri-Leon (France) Leclant Jean (France) Leger Louis (France) Lehmann Johann Georg Christian (Germany) Lehrs Karl (Germany) Lengnich Gottfried (Germany) Leone èIII Vincenzo Gioacchino Pecci, the Pope (Italy)

23. TITUS-Galeria: Vallee-Poussin Translate this page TITUS, GALERIA. Louis de la Vallée Poussin Louis Étienne Joseph Marie dela Vallée Poussin * 1.1.1869 (Liège / BE) 18.2.1938 (Uccle/Bruxelles). http://titus.uni-frankfurt.de/personal/galeria/vallee.htm

Thesaurus Indogermanischer Text- und Sprachmaterialien TITUS GALERIA Louis de la Vallée Poussin 18.2.1938 (Uccle/Bruxelles) Honourable member of the Royal Asiatic Society Doctor honoris causa of the Oxford University He was a well known Indologist and a specialist of Sanskrit Buddhism. Foto: R. N. Sardesai: Picturesque Orientalia (Poona 1938) Literatur: Bibliographie Bouddhique Fascicule annexe XXIIIbis (Paris 1955) p. 3-37 Journal asiatique CCXXX (avril-juin 1938) p.287-289 I-IV, no. 3 (Bruxelles 1933) XVII (1938) p.1221-1222 Information kindly provided by Eddy Moerloose, Gent

24. Citation functions. It is not widely known that an algorithm for solving thisproblem exists and is due to de la vallee Poussin. 4 Unfortunately http://portal.acm.org/citation.cfm?id=808938&coll=portal&dl=ACM&CFID=11111111&CF

25. Circolo Mat Translate this page Poussin, pag. 3. CH. A. de la vallee POUSSIN Charles-Jean de la ValléePoussin l'homme, sa vie et sa pensée, pag. 11. J. MAWHIN http://www.math.unipa.it/~vetro/Circolo/Opere4.html

Supplemento ai RENDICONTI del Circolo Matematico di Palermo OPERE Commentators for the four volumes ............................................... xi Foreword ............................................................................................... xiii Acknowledgements ............................................................................. xix Plan of the Colleeted Works ................... ...........................................xxiii Biography - Biographie CH.J. de LA VALLEE POUSSIN : (The numbers in brackets refer to the bibliography, p. 81). Sur les fraetions continues et les formes quadratiques [15], pag. 127 z (s) de Riemann et les Mx+ N [21], pag. 309 Sur la fonetion z Sur la fonetion z z (s) de Riemann [63], pag. 661 z (s) de Riemann [64], pag. 665

26. Graduiertenkolleg Angewandte Algorithmische Mathematik and de la vallee-Poussin Kernels . Speaker Zoya Burinska University of Jena. http://www.mathematik.tu-muenchen.de/gkaam/veranstaltungen2001/ws_analyse/burins

var HrefReturnTo = "veranstaltungen"; Graduiertenkolleg Angewandte Algorithmische Mathematik Workshop Analyse und Optimierung "On Families of Operators generated by Fejer and de la Vallee-Poussin Kernels" Speaker: Zoya Burinska University of Jena Date: October 08, 2001, 9.30 Place: Main Campus Gabelsbergerstrasse, Room 1221 (first floor) The families of operators generated by Fejer and Vallee-Poussin kernels are studied. It is proved that these methods converge in L_p if and only if 1/2 Navigationsleiste_En("D",""); Franziska Berger September 2001

27. OGHB: Index Onomastique Lettre V Translate this page VALlaEYN. VALlaNGIN. VALlaNTIN. VALLE (de). vallee. vallee (de la). vallee POUSSIN(de la). vallee-POUSSIN (de la). VALLER. VALLEROT. VALLES. VALLET. VALLETTE. VALLEY. http://www.oghb.org/V.htm

Association Royale de Belgique Avenue Charles Thielemans, 93 B -1150 Bruxelles Tél. et Fax: 02 / 772.50.27 Index onomastique Cet index est une table des noms étudiés par les généalogistes qui nous ont légué une copie de leurs travaux, lesquels sont classés dans les dossiers de nos fonds d’archives. Il comprend également les noms repris dans quelque 500 " tableaux de quartiers " ou " tableaux d’ascendance " établi par nos membres. Cette importante et précieuse documentation est entreposée dans notre centre de documentation accessible aux chercheurs. Si ce nom est repris, les références de recherche sont disponibles au Centre de Documentation. A B C D ... Z V VA VACAERTS VACHE (le) VACHERECHE (delle) VACHERESSE VACHERIE (de la) VACHOT VACKAERT(S) VACQUERIE (de la) VACQUET VADDER (de) VADDERE (de) VADDERE (de) I VADDERE (de) II VADDERE (de) III VAELBEKE (van) VAELE VAEMEWYCK VAENKENS VAENTKENS - VAENTJENS VAEREN (van der) VAERENBERG (van) VAERENBERGH (van) VAERENDONCK - VAERENDONCQ VAERNEW(E)GE (van) VAERNEWYC(K) VAERNEWYCK VAERNEWYCK (de) VAERNEWYCK (van) VAERNEWYCK d'ANGEST (de) VAERWYCK VAES VAES (bourse d'études) VAES (sgrs de JONCHOLT) VAEST-POTTERE VAES-TREPLITZ VAET (van der) VAGHAIRE VAIL (del) VAILLAME VAILLAND VAILLANT VAILLANT (le) VAILLANT de JOLLAIN (le) VAILLANT-CARMANNE VAILLY VAIMAI VAIRET VAIRIERE VAIRON VAL VAL de BEAULIEU (du) VAL des ECOLIERS VALADOLIT (de) VALAIER (de) VALANCE VALANSART VALATENT VALAUP VALCK VALCK (de) VALCKE VALCKENAER VALCKENAER (de) VALCKENAERE

28. Abhidharma Kosa Bhasyam. By Vasubandhu. Translated Into English Translated into English by Leo M. Pruden from Louis de la vallee Poussin's Frenchrendering of the Sanskrit. Berkeley, Calif. Asian Humanities Press, 198890. http://www.kalavinka.org/reviews/kosarev1.htm

Abhidharma Kosa Bhasyam. By Vasubandhu. Translated into English by Leo M. Pruden from Louis de La Vallee Poussin's French rendering of the Sanskrit. Berkeley, Calif.: Asian Humanities Press, 1988-90. Hardcover edition in four volumes: Pp. lxii + 1428. ISBN 0895819139, US $300.00. Reviewed by Dharmamitra. Leo M. Pruden's landmark translation of Vasubandhu's encyclopedic treatment of the Abhidharma from the French of Louis de La Vallee Poussin is a stunningly meticulous work of scholarship. In the marvelous setting of a high-quality hardcover edition, it displays Professor Pruden's uncompromising dedication to bringing a complete, accurate and well-annotated rendering of the crown jewel of Abhidharma compilations into English. For those who are unfamiliar with the significance of the Abhidharma, it is the systematic delineation of Buddhist philosophical tenets. In aggregate, it forms one of the three collections comprising the three-fold Buddhist canon known as the Tripi.taka . The importance of this work of Vasubandhu lies a) in its encyclopedic completeness; and b) in its exposition of the common philosophical ground shared by both the Southern and Northern traditions of Buddhism. It is a work which, though dedicated primarily to material most readily associated with the fundamental teachings of Southern-tradition Buddhism, has always been held in the highest esteem in Chinese and Tibetan traditions as well. This work is graced by a 60-page introduction to Abhidharma written by Professor Pruden entitled

29. Mathsoft: Number Theory Constants: Meissel-Mertens Constants In the Inverse Symbolic Calculator web pages, Plouffe gave accurate approximationsof C 1 a Hadamardde-la-vallee-Poussin constant and one of C 1 ? Hadamard http://www.mathsoft.com/mathresources/constants/numbertheory/article/0,,2001,00.

search site map about us  + news  + ... Number Theory Constants Meissel-Mertens Constants Landau-Ramanujan Constant Hafner-Sarnak-McCurley Constant Stolarsky-Harborth Constant Glaisher-Kinkelin Constant ... Math Resources Meissel-Mertens Constants All of the infinite series discussed here and in the section on Brun's constant involve reciprocals of the prime numbers The sum of the reciprocals of all primes is divergent and, in fact, where P(n) denotes the number of primes n and where is Euler's constant If (n) denotes the number of distinct prime factors of an arbitrary integer n, then interestingly the average value of (n) can be estimated via A somewhat larger average value for the total number, (n), of prime factors of n (repeated factors counted) is as follows: A related series is: In the Inverse Symbolic Calculator web pages, Plouffe gave accurate approximations of C a Hadamard-de-la-Vallee-Poussin constant and one of C Hadamard-La-Vallee-Poussin constant More Information This server is a database of more than 200,125,088 mathematical constants like Pi, E, Catalan or Euler-Mascheroni constant with more than 2 billion digits. web store Mathcad.com

30. MATH 25 - HW: Week 3 la valleePoussin. For the interested reader You may read more aboutHadamard, de la vallee-Poussin, and Goldbach. 14 October 1998; http://hilbert.dartmouth.edu/~m25f98/week_3.html

Course Information Syllabus Homework Assignments FAQ ... Quiz Solutions MATH 25 - FALL 1998 HOMEWORK ASSIGNMENTS - WEEK 3 Week 3: Due Friday, 16 October 1998 9 October 1998 No Class 12 October 1998 Lecture: Complexity of Integer Operations The quote of the day is: "Any number is fine with me As long as it's more... I'm no mathematician. All I know is addition. I find counting a bore. Keep the number mounting Your accountant does the counting." Stephen Sondheim (1930- ) as sung by Madonna Homework: Do Section 1.8 #11, 17, 18, 19 Read Section 1.9, including the biographies of Eratosthenes (which you should have already read), Hadamard, de la Vallee-Poussin, and Goldbach. View a picture of Hadamard and a picture of de la Vallee-Poussin For the interested reader: You may read more about Hadamard de la Vallee-Poussin , and Goldbach 14 October 1998 Lecture: Prime Numbers and the Prime Number Theorem The quote of the day is: "Why add prime numbers? Prime numbers are made to be multiplied, not added." Lev Landau (1908-1968) Homework: Do Section 1.9 #5, 7, 9, 12, 13, 22

31. Publikationen Der Institute Abstract, Full Paper); SIIMTR-A-02-04W. zu Castell, F. FilbirDe la vallee Poussin Means for the Hankel Transform; SIIM-TR-A-02 http://www.tcs.mu-luebeck.de/InfLiteratur/RepreiheA.html

I nformatik- und M athematikinstitute Publikationen Serie A [SIIM-TR-A-03-01] B. Fischer, J. Modersitzki: Combination of Automatic Non-Rigid and Landmark Based Registration: the Best of Both Worlds [SIIM-TR-A-02-01] M. Conrad, J. Prestin: Multiresolution on the Sphere [SIIM-TR-A-02-02] D. Potts, G. Steidl: Fast Summation at Nonquispaced Knots by NFFTs [SIIM-TR-A-02-03] Abstract Full Paper) [SIIM-TR-A-02-04] W. zu Castell, F. Filbir: De la Vallee Poussin Means for the Hankel Transform [SIIM-TR-A-02-05] [SIIM-TR-A-02-06] A. Meister: Viscous Fluid Flow at all Speeds: Analysis and Numerical Simulation [SIIM-TR-A-02-07] B. Fischer, J. Modersitzki: A Unified Approach to Fast Image Registrtaion and a New Curvature Based Registration Technique [SIIM-TR-A-02-08] Abstract Full Paper) [SIIM-TR-A-02-09] Abstract Full Paper) [SIIM-TR-A-02-10] M. Kempa, V. Linnemann: XML-Objekte: Das Projekt XOBE [SIIM-TR-A-02-11] A. Nieslony, D. Potts, G. Steidl: Rapid Evaluation of Radial Functions by Fast Fourier Transforms at Nonequispaced Knots [SIIM-TR-A-02-12] [SIIM-TR-A-02-13] S. Kunis, D. Potts: Fast Spherical Fourier Algorithms

32. Math Forum - Ask Dr. Math There is a very important theorem, proved in 1896 by Jacques Hadamard and a mannamed de la vallee Poussin (working separately they came up with different http://mathforum.org/library/drmath/view/55900.html

Associated Topics Dr. Math Home Search Dr. Math Percentages of Prime Numbers Date: 01/31/99 at 19:00:49 From: Denise Grayson Subject: Percentages of prime numbers I am an algebra II student, and I am doing a science fair project in which I am observing the percentages of primes. I have written a computer program that finds prime numbers and the percentage of them. Example: There are 4 prime numbers between 1 and 10, which is 40%. I print out a statement like this at every power of 10. I know that there are an infinite number of primes, and I was wondering if the percentage of primes will continue to decrease as you increase the span of your search, until you reach a certain point at which this percent will remain constant for the rest of infinity. I was wondering if you knew anything about past research on this subject, or if you could give me some suggestions on where to look. Thank you very much, Denise Grayson http://www.math.umu.se/~jwi/articles/primenumberthm/primenumberthm.html Jacques Salomon Hadamard - MacTutor Math History Archive http://history.math.csusb.edu/Mathematicians/Hadamard.html

33. Math Forum: Finding Prime Numbers get larger. By how much? In 1896 Charles de la valleePoussin andJacques Hadamard proved the Prime Number Theorem, which states http://mathforum.org/isaac/problems/prime2.html

How do you find Prime Numbers? A Math Forum Project Table of Contents: Famous Problems Home The Bridges of Konigsberg The Value of Pi Prime Numbers ... Links Good question. It's one mathematicians are still trying to answer. The simplest method was developed by Eratosthenes in the 3rd century B.C. Here's how it works: Suppose we want to find all the prime numbers between 1 and 64. We write out a table of these numbers, and proceed as follows. 2 is the first integer greater than 1, so it is obviously prime. We now cross out all multiples of two. The next number that we haven't crossed out is 3. We circle it and cross out all its multiples. The next non-crossed-out number is 5, so we circle it and cross out all its multiples. We only have to do this for all numbers less than the square root of our upper limit (in this case sqrt(64)=8) since any composite number in the table must have at least one factor less than the square root of the upper limit. What's left after this process of elimination is all the prime numbers between 1 and 64. Unfortunately, this method is rather time-consuming when the numbers you are looking for are much larger.

34. LaValleePoussin Translate this page la vallee-POUSSIN Charles de- belge, 1866-1962 Professeur à la célèbreuniversité flamande de Louvain, ses travaux portent principalement http://www.sciences-en-ligne.com/momo/chronomath/chrono2/la_vpoussin.html

LA VALLEE-POUSSIN Charles de- belge, 1866-1962 z de Riemann Jacques Hadamard Les nombres premiers Fredholm Hausdorff

35. Retour à La Page D' Translate this page de la vallee-POUSSIN Louis. L'INde aux Temps des Mauryas et des Barbares, Grecs,Schythes, Parthes et Yue-Tchi, E. de Boccard, 1930. de la vallee-POUSSIN Louis. http://members.aol.com/LANCOKEL/histoire.htm

HISTOIRE AUTEUR TITRE EDITION DATE COMMENTAIRE PRIX HISTOIRE (Général) N. Paul-Albert Histoire du cimitière du Père Lachaise Gallimard 9ème éd. 80 F Bates -Batechelier Tryphosa L'âme d'une reine Bretano's Envoi de l'auteur 80 F Bordeaux Henry Marie Mancini - Le premier amour de Louis XIV Les Livres Merveilleux 80 F Chastenet Jacques Le siècle de Victoria Athème Fayard 80 F Curie Eva Madame Curie nrf Gallimard E.O. 100 F Gal. M. Des Pallières Orléans 1870-1871 Plon Campagne du 1870-1871 complet de cartes 650 F Houssaye Henry Perrin 80 F Maze Jules La cour de Louis XV De l'Histoire 80 F Musnier René Les Messageries Nationales, Fondées le 19 Thermidor An 6 de la République Pouzet et Co. Histoire d'une Société de Transports pendant 150 ans 650 F Nezeloff Pierre Mirabeau, Homme d'Amour, Homme d'Etat, Albin Michel 80 F TH. De La Loge d'Ausson Les conditions du redressement français Ed. Bossard Etude comparative de l'administration de la France avant et après la Révolution 80 F G. Legman La culpabilité des Templiers H. Veyriers ed. 150 F PREMIERE GUERRE MONDIALE AUTEUR TITRE EDITION COMMENTAIRE PRIX Pignatel Francois L'Offertoire - Trente scènes du calvaire du Poilu Etienne Chiron Illustrations de Pierre Gerbaud Ouvrage survelin par fillafuma Tirage limité à 280 exemplaires Ex. N° 159

36. Joint Project With Center For Buddhist Studies, NTU *L. de la vallee Poussin Notes on Sunyata and the Middle Path, Nirvana IHQ, vol. *L.de la vallee Poussin Some Notes on the Tattvasamgraha IHQ, V. no. http://ishi.lib.berkeley.edu/buddhist/bbrc/joint_ntu.html

Joint Project with Center for Buddhist Studies, National Taiwan University Updated: March 2, 1997 Return to the Berkeley Buddhist Research Center Home Page Click to see the full texts on the Center for Buddhist Studies, National Taiwan University LIST OF ABBREVIATIONS ABORI. Annals of the Bhandarkar Oriental Research Institute (Poona). Acta Or. Acta Orientalia (Leiden). Am. J. of Philol. American Journal of Philology. ASB. Asiatic Society of Bengal. BAIC. Bulletin of the Art Institute of Chicago. BI. Buddhist India (London). BMFA. Bulletin of the Museum of Fine Arts, Boston. BMMA. Bulletin of the Metropolitan Museum of Art, New York. BR. Buddhist Review (London). BSO(A)S. Bulletin of the School of Oriental (and African) Studies (London). CJS. Ceylon Journal of Science, Section G.: Archaeology, Ethnography, etc. EA. Eastern Art (Philadelphia). EI. Epigraphia Indica. Calcutta. GISB. Greater India Society Bulletin (Calcutta). IA. Indian Antiquary. IAL. Indian Art and Letters. IHQ. The Indian Historical Quarterly ILN. Illustrated London News.

37. ? ? ?Course Plan (i) Louis de la vallee Poussin mUlamadhyamakakArikAs (madhyamikasUtras). pp. 492494.(ii) Louis de la vallee Poussin PrajJAkaramati’s commentary to the. http://www.chibs.edu.tw/academic/c_cplane.htm

±Â ½Ò ­p µe ªí Course Plan ¨£¥°ªk®v ´f±Óªk®v ½²§B­¦¦Ñ®v ¶À¶¾±¦Ñ®v ... ªG¹ýªk®v ¤@¡B±Â½Ò¦Ñ®v I nstructor) ¡GÄÀ ¡]S hih J ieng-hong ¤G¡B C hinese C ourse T itle) ¡G¤é¤å¦ò¾Ç¸ê®Æ¿ïŪ English C ourse T itle ¡^¡G Selected Japanese Reading on Buddhist Philosophy ¤T¡B­×½Ò±ø¥ó (Prerequisites) ¡G¨ã¤é¤å¤åªk°ò¦ª¾ÑªÌ G oal): ¤­¡Bµû¤À¼Ð·Ç¡] Evaluation ¡^¡G ¥­®É¦¨ÁZ¡]§tÀH°ó´úÅç¡A½Ò°óµoªí¡A¾Ç²ßºA«×µ¥¡^ ´Á¥½³ø§i ¤»¡B¤W½Ò±Ð§÷¡] t exts ¡^¡G ¡m©¥ªiÁ¿®y ªF¬v«ä·Q ²Ä¤K¨÷ I ¡n ªF¨Ê ©¥ªi®Ñ©± pp.198-313 §À­ì¤T´f¤l BodhicaryAvatAra ¡m«Ý­Ý¤s½×ÂO¡n²Ä 991 pp. 25-38 ¦¿®q´f±Ð ¡m¦ò±Ð«ä·Q¥v ¡n ¥­¼Ö¦x®Ñ©± 1980 pp. 147-178 ¤C s chedule ¡^¡G ¶g¦¸ Week ¥D D¡] t opic ¥X ³B¡] Sources BodhicaryAvatAra ¡m«Ý­Ý¤s½×ÂO¡n²Ä ¤G) BodhicaryAvatAra ¡m«Ý­Ý¤s½×ÂO¡n²Ä (¤T) ¡n ¡n ¡n ¤C) ¦P¤» ¤K) ¦P¤» ¤E) ±sªª§J¤v ¸g¶q³¡ ¦P¤» ¤Q) ±sªª§J¤v ¸g¶q³¡ ¦P¤» ¤Q¤@) ±sªª§J¤v ¸g¶q³¡ ¦P¤» (¤Q¤G) (¦P¤») ¤Q¤T) ¤@¶m¥¿¹D ¦P¤» ¨R ©M¥v ¦P¤» ¤Q¤­) ¨R ©M¥v ¦P¤» (¤Q¤») (¦P¤») ¿ïŪ¥DD¤Î¶i«×±Nµø¹ê»Ú¤W½Òª¬ªp°µ¾A«×½Õ¾ã¡C ¥Ñ±Â½ÒªÌ´£¨Ñ¡A¨ä¾l±Ð§÷½Ð¿ï½Ò¾Ç¥Í¥ý¦æ¼v¦L¡C ¤@¡B±Â½Ò¦Ñ®v I nstructor) ¡GÄÀ ¡]S hih J ieng-hong ¤G¡B C hinese C ourse T itle) ¡G ¡@¡@¤¤Æ[¾Ç¬£±ë»y­ì¨å¬ãŪ¡G ¥H¤G¯u²z»¡¡] satyadvaya ¤G¿Í¡^¬°¤¤¤ß English C ourse T itle ¡^¡G S tudies in S anskrit L iterature of the M adhyamika S chool: Focus on the T wo T ruth (satyadvaya) ¤T¡B­×½Ò±ø¥ó (Prerequisites) ¡G¨ã±ë»y¤åªk°ò¦ª¾ÑªÌ G oal): ´_²ß¨¥[±j¹ï±ë»y¤åªkª¾Ñ¤§µ²ºc©Ê²z¸Ñ¤Î¹B¥Î¡C ´x´¤¸ÑŪ§Þ¥©¡A¼ô±x½×®Ñ¤¤ªº±`¨£¥y«¬¡A°ö¾i¬ãŪ±ë­ì¨å¤§°ò¥»¯à¤O¡C ¤F¸Ñ¬Ûö»â°ìªº®ü¥~¬ã¨s¦¨ªG©M°Ê¦V¡C C ourse D escription): N agArjuna Às¾ð ¡m¤¤½×¡n m UlamadhyamakakArikA ²M¿ë BhAviveka: ¡m¤¤Æ[¤ß½×¡n m adhyamakahRdayakArikA ²Ä¤T³¹ C adrakIrti: ¡m²b©ú¥y½×¡n PrasannapadA ´¼§@¼z PrajJAkaramati ¡m¤JµÐ´£¦æ½×²Ó²¨¡n

38. The Soul-Theory In Buddhism p. 587 I should like to be permitted to comment on the essay in the Journal Asiatique,Sept.Oct., 1902, by Professor de la vallee Poussin on Dogmatique http://sino-sv3.sino.uni-heidelberg.de/FULLTEXT/JR-ENG/rhy.htm

The Soul-Theory in Buddhism By C.A.F. Rhys Davids The Journal of the Royal Asiatic Society of Great Britain and Ireland 1903, pp. 587-591

39. A Quiet Revolution In Welfare Economics Dreze and de la vallee Poussin 32 and Malinvaud 33 also developed quantityguided procedures that are interesting in their ability to handle mixtures of http://www.zmag.org/books/9/9b.htm

A Quiet Revolution in Welfare Economics- by Michael Albert and Robin Hahnel 9.3.1 Discovering the Technical Coefficients of Production The method of "material balances" has been the most common way of gathering information in the actual practice of central planning, though it is least interesting from our point of view, because irrespective of some of its practical advantages, it is demonstrably inefficient. Various iterative procedures involving trial prices, trial quantities, and a gradient search are more theoretically interesting because they can provide sufficient information for the Central Planning Board to calculate an efficient plan under specified conditions, assuming the Central Planning Board knows the social welfare function. We now consider these methods in turn. Material Balances. As Benjamin Ward explains: The planning bureau starts with a known bill of final demands for each sector. Its task is to find a bill of gross outputs for each sector which is consistent with this bill of final demands and with the production technology. The procedure is as follows: 1. The bureau reports to each sector its corresponding final demand.

40. 8. Hilbertsches Problem Translate this page In der Theorie der Verteilung der Primzahlen sind in neuerer Zeit durch HADAMARD,de la vallee-POUSSIN, V. MANGOLDT und andere wesentliche Fortschritte gemacht http://www.mathe.tu-freiberg.de/~hebisch/cafe/hilbert/hilbert8.html

8. Hilbertsches Problem: Primzahlenprobleme In der Theorie der Verteilung der Primzahlen sind in neuerer Zeit durch HADAMARD DE LA VALLEE-POUSSIN V. MANGOLDT RIEMANN (s) , die durch die Reihe dargestellt wird, haben x und dem Integrallogarithmus von x ten Ordnung in x unendlich wird, und ferner, ob dann die von den ersten komplexen Nullstellen der Funktion (x) GOLDBACH LANDAU , ebenda 1900.) zu gehen, ob jede gerade Zahl als Summe zweier Primzahlen darstellbar ist, ferner an die bekannte Frage, ob es unendlich viele Primzahlenpaare mit der Differenz 2 gibt oder gar an das allgemeinere Problem, ob die lineare diophantische Gleichung ax + by + c = mit gegebenen ganzzahligen paarweise teilerfremden Koeffizienten a, b, c stets in Primzahlen x, y k j k zu erstrecken ist und n(j) die Norm des Ideals j bedeutet.

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