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Sample search results for: aadu luukase prija

Page:   2  3 
 
1 Multiagentov systmy Dr. Andrej Lcny
 

Summary:  má prija správu :from od koho správa pochádza :to komu je správa urcená :in-reply-to ziados o

  

Source: Lucny, Andrej - Department of Applied Informatics, Comenius University

 

Collection: Computer Technologies and Information Sciences

 
2 Substituted Adamantyl-Urea Inhibitors of the Soluble Epoxide Hydrolase Dilate Mesenteric Resistance Vessels
 

Summary:  -ureido)-hexanoic acid; AUBA, 4-(3-adamantan-1-yl-ureido)butanoic acid; AADU, 1-adamantyl-3-(12-aminododecyl)urea; 950... ), 4-(3-adamantan-1-yl-ureido)butanoic acid (AUBA), 1-adamantyl-3-(12-aminododecyl)urea (AADU), and 950... , s) ppm; LC-MS (TOF) m/z calculated for C17H29N2O3 [M H] 309.2178, found [M H] 309.2164 Da. AADU

  

Source: Hammock, Bruce D. - Department of Entomology, University of California, Davis

 

Collection: Biotechnology

 
3 Raymond Gibbs: Embodiment and Cognitive Science Juliana Lipkov & Stefan Konecn
 

Summary:  vytvárana telom, ale nie je totozná s telom (Lynne Baker 2000) osoba je nieco co vie prija 'First person

  

Source: Takac, Martin - Department of Applied Informatics, Comenius University

 

Collection: Computer Technologies and Information Sciences

 
4 Kaligiyunte Ragam: Keeravani
 

Summary:  Ingithamu: Discernment Erugaka: Unknowing Ingithamerugaka: Lacking discernment Aadu konti: Faulted you Ninnu

  

Source: Kalyanaraman, Shivkumar - IBM Research India

 

Collection: Computer Technologies and Information Sciences

 
5 Executive Committee Meeting Tuesday, June 15, 2010
 

Summary:  , Lynn Allendorf, Dee Hurst, Renea Jay, Larry Hershberger, Rob Rouwenhorst, Joyce Ruplinger, Jay Sa-Aadu

  

Source: Anstreicher, Kurt M. - Department of Computer Science, University of Iowa

 

Collection: Computer Technologies and Information Sciences

 
6 Biomanipulation of Food-Webs in Eutrophic Lakes Marcus R. Garvie1 and Catalin Trenchea2
 

Summary:  Problem (P). We introduce the tangential (contingent) cone to Aad at (u, v, f) Aad: Tan Aad(u, v, f)= (y... ) Tan Aad(u , v , f ), where J(u , v , f ) denotes the G^ateaux derivative of J at (u , v , f ) Aad... .9) (y, z, h) Tan Aad(u , v , f ). Theorem 3.2: Let u0, v0 H1 ()L (). The mapping (u, v) = (u(f), v

  

Source: Garvie, Marcus R - Department of Mathematics and Statistics, University of Guelph; Trenchea, Catalin - Department of Mathematics, University of Pittsburgh

 

Collection: Computer Technologies and Information Sciences ; Mathematics

 
7 SIAM J. CONTROL OPTIM. c 2007 Society for Industrial and Applied Mathematics Vol. 46, No. 3, pp. 775791
 

Summary:  Aad(u, v, f) = (y, z, h) | y, z L2 (Q), h Tan Uad(f) and y t = d1y + ry(1 - 2u) - av (1 + bu)2 y... ^ateaux differentiable, then necessarily (3.2) J(u , v , f )(y, z, h) 0 (y, z, h) Tan Aad(u , v , f ), where J(u , v... given by (3.2), it follows that (3.3) Q (u - ¯u)y + (v - ¯v)z + f t h t dxdt 0 (y, z, h) Tan Aad(u

  

Source: Garvie, Marcus R - Department of Mathematics and Statistics, University of Guelph; Trenchea, Catalin - Department of Mathematics, University of Pittsburgh

 

Collection: Computer Technologies and Information Sciences ; Mathematics

 
8 The complexity of global cardinality constraints Andrei A. Bulatov
 

Summary:  , for any i, j {1, . . ., n}, pri,ja pri,jR. A binary relation R A × B is called a thick map- ping... , it cannot be binary by assumptions made about it. Let a R be a tuple such that prija prijR for any i, j

  

Source: Bulatov, Andrei - School of Computing Science, Simon Fraser University

 

Collection: Computer Technologies and Information Sciences

 
9 AUTOMATED COUNTING of LEGO TOWERS Doron ZEILBERGER 1
 

Summary:  (b) @ p(r)i,j(a)brA= tLi(a)+tLi(a) p(r)i,j(a)* * Fj(b)br . j=1b=1 r=0

  

Source: Zeilberger, Doron - Department of Mathematics, Rutgers University

 

Collection: Mathematics

 
10 Regression Analysis with Linked Data, Iowa State University, Department of Statistics,
 

Summary:  ^ - AAD^U ( ^) AAD^U ( ^) ; the percent improvement with respect to ASD is defined similarly. Table 3

  

Source: Iowa State University, Department of Statistics

 

Collection: Mathematics

 
11 PERPoI@UHcE HoDPz.LnIG OF PAufuLH.l ox4PtJTER ARamTEcluREs
 

Summary:  of cl, Pr(IJ'=A') = i5 PrQ=&) n +...+nm=nll1 in a locally balanced queueing network. We now consider two

  

Source: Imperial College, London - Department of Computing, Analysis, Engineering, Simulation & Optimization of Performance Group

 

Collection: Computer Technologies and Information Sciences

 
12 Od medzimodulovch spojen k nepriamej komunikcii medzi agentami
 

Summary:  vsetky hodnoty, ale len tie, ktoré modul stíha spracova. Môzeme prija zjednodusenie, ze pretrvá vzdy iba

  

Source: Lucny, Andrej - Department of Applied Informatics, Comenius University

 

Collection: Computer Technologies and Information Sciences

 
13 VHASH Security and Ted Krovetz2
 

Summary:  of functions. If Zb A, Ha is a-ADU for addition modulo a, Hb is b-AU and Hc is c-ADU for addition modulo c

  

Source: International Association for Cryptologic Research (IACR) - Cryptology ePrint Archive; Krovetz, Ted - Department of Computer Science, California State University at Sacramento

 

Collection: Computer Technologies and Information Sciences ; Multidisciplinary Databases and Resources

 
14 RecruitmentReport Focused on creating sustainable
 

Summary:  Companies 20 Connect Career Services & Academy Contacts 22 MBA Program Rankings 23 Jay Sa-Aadu Associate

  

Source: Srinivasan, Padmini - School of Library and Information Science, University of Iowa

 

Collection: Computer Technologies and Information Sciences

 
15 The moduli space of binary quintics A.A.du Plessis and C.T.C.Wall
 

Summary:  The moduli space of binary quintics A.A.du Plessis and C.T.C.Wall November 10, 2005 1 Invariant

  

Source: Wall, C.T.C. "Terry" - Department of Mathematical Sciences, University of Liverpool

 

Collection: Mathematics

 
16 A GENTLE INTRODUCTION TO SOUTH INDIAN CLASSICAL (KARNATIC) MUSIC
 

Summary:  melodies such as 'Aadu Pambey' (the snake song) or Kavadi Sindhu songs like 'Nandavanathil or aandi

  

Source: Kalyanaraman, Shivkumar - IBM Research India

 

Collection: Computer Technologies and Information Sciences

 
17 Mon. Not. R. Astron. Soc. 318, 18 (2000) Surface trapping and leakage of low-frequency g modes in rotating
 

Summary:  ., Townsend R. H. D., Clayton M. J., Fullerton A. W., Gies D. R., Massa D., Prija R. K., Reid A. H. N., 1998

  

Source: Townsend, Richard - Department of Astronomy, University of Wisconsin at Madison

 

Collection: Physics

 
18 THE COMPLEXITY OF GLOBAL CARDINALITY CONSTRAINTS ANDREI A. BULATOV AND D ANIEL MARX
 

Summary:  -decomposable if a R if and only if, for any i, j {1, . . . , n}, pri,ja pri,jR, see [1, 21]. Decomposability

  

Source: Bulatov, Andrei - School of Computing Science, Simon Fraser University

 

Collection: Computer Technologies and Information Sciences

 
19 Logical Methods in Computer Science Vol. 6 (4:?) 2010, pp. 128
 

Summary:  , . . . , n}, pri,ja pri,jR, see [1, 20]. Decomposability sometimes is a consequence of the existence

  

Source: Bulatov, Andrei - School of Computing Science, Simon Fraser University

 

Collection: Computer Technologies and Information Sciences

 
20 Volatile transport on inhomogeneous surfaces: I. Analytic expressions, with application to Pluto's day
 

Summary:  %,-&%*:) %/) &;-&7) %:) .'-6%&K7) =*6-&%6'/)-.')A.'')&*)$*=')-.*":()&;')/".A-,'D)U*.)56"&*M/)(%".:-6),K,6

  

Source: Young, Leslie A. - Department of Space Studies, Southwest Research Institute

 

Collection: Physics


Page:   2  3 
Page:   1  2  3 
 
21 Mon. Not. R. Astron. Soc. 319, 289304 (2000) Surface trapping and leakage of low-frequency g modes in rotating
 

Summary:  %,-&%*:) %/) &;-&7) %:) .'-6%&K7) =*6-&%6'/)-.')A.'')&*)$*=')-.*":()&;')/".A-,'D)U*.)56"&*M/)(%".:-6),K,6

  

Source: Townsend, Richard - Department of Astronomy, University of Wisconsin at Madison

 

Collection: Physics

 
22 Bounded relational width Andrei A. Bulatov
 

Summary:  %,-&%*:) %/) &;-&7) %:) .'-6%&K7) =*6-&%6'/)-.')A.'')&*)$*=')-.*":()&;')/".A-,'D)U*.)56"&*M/)(%".:-6),K,6

  

Source: Bulatov, Andrei - School of Computing Science, Simon Fraser University

 

Collection: Computer Technologies and Information Sciences

 
23 a Preprintreihe SFB 478 --Geometrische Strukturen in der
 

Summary:  %,-&%*:) %/) &;-&7) %:) .'-6%&K7) =*6-&%6'/)-.')A.'')&*)$*=')-.*":()&;')/".A-,'D)U*.)56"&*M/)(%".:-6),K,6

  

Source: Westfälische Wilhelms-Universität Münster, Fachbereich Mathematik und Informatik, Geometrische Strukturen in der Mathematik

 

Collection: Mathematics

 
24 Locally analytic distributions and p-adic representation theory, with applications to GL 2
 

Summary:  %,-&%*:) %/) &;-&7) %:) .'-6%&K7) =*6-&%6'/)-.')A.'')&*)$*=')-.*":()&;')/".A-,'D)U*.)56"&*M/)(%".:-6),K,6

  

Source: Algebraic Number Theory Archives

 

Collection: Mathematics

 
25 Computing Updates in Description Logics
 

Summary:  %,-&%*:) %/) &;-&7) %:) .'-6%&K7) =*6-&%6'/)-.')A.'')&*)$*=')-.*":()&;')/".A-,'D)U*.)56"&*M/)(%".:-6),K,6

  

Source: Baader, Franz - Fakultät Informatik, Technische Universität Dresden

 

Collection: Mathematics

 
26 For a relational approach to modern literary Arabic conditional clauses1 0. Introduction
 

Summary:  %,-&%*:) %/) &;-&7) %:) .'-6%&K7) =*6-&%6'/)-.')A.'')&*)$*=')-.*":()&;')/".A-,'D)U*.)56"&*M/)(%".:-6),K,6

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics

 
27 NON-UNIQUENESS FOR NON-NEGATIVE SOLUTIONS OF PARABOLIC STOCHASTIC PARTIAL DIFFERENTIAL
 

Summary:  @uAPpH P sHH k@ X@uAAdu C tT0 H sH k@ X@uAAd N@uA: @QFQVA nd @QFRIA show tht the integrnd in the drift

  

Source: Mueller, Carl - Department of Mathematics, University of Rochester

 

Collection: Mathematics

 
28 Oberwolfach Mathematisches Forschungsinstitut Oberwolfach gGmbH
 

Summary:  @uAPpH P sHH k@ X@uAAdu C tT0 H sH k@ X@uAAd N@uA: @QFQVA nd @QFRIA show tht the integrnd in the drift

  

Source: Mathematisches Forschungsinstitut Oberwolfach

 

Collection: Mathematics

 
29 Organometallics 1994,13, 2309-2319 2309 A Reversible Silicon-Carbon Bond Cleavage Process.
 

Summary:  .; Calabrese, J. C.; Williams, I. D. (39)Herrmann,W. A.Adu. Organomet.Chem.1982,102,209-216 and (40)Crabtree

  

Source: Girolami, Gregory S. - Department of Chemistry, University of Illinois at Urbana-Champaign

 

Collection: Materials Science ; Chemistry

 
30 Development 115, 535-551 (1992) Printed in Great Britain The Company of Biologists Limited 1992
 

Summary:  .; Calabrese, J. C.; Williams, I. D. (39)Herrmann,W. A.Adu. Organomet.Chem.1982,102,209-216 and (40)Crabtree

  

Source: Richardson, William D. - Department of Biology, University College London

 

Collection: Biology and Medicine

 
31 A L B E R T D O J A Morphologie traditionnelle
 

Summary:  ¨erket prija, me kan¨e plak katundi, i p¨erket strapleqnia. Au fils a^in´e appartient l'autorit´e dans la

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics

 
32 Univerzita Komenskho v Bratislave Fakulta matematiky, fyziky a informatiky
 

Summary:  ¨erket prija, me kan¨e plak katundi, i p¨erket strapleqnia. Au fils a^in´e appartient l'autorit´e dans la

  

Source: Lucny, Andrej - Department of Applied Informatics, Comenius University

 

Collection: Computer Technologies and Information Sciences

 
33 0022-4715/02/0600-1167/0 2002 Plenum Publishing Corporation Journal of Statistical Physics, Vol. 107, Nos. 5/6, June 2002 ( 2002)
 

Summary:  (u) FA =A-1 DT (u) A=(AD(u) A-1 )T =D2 T (u)=D2(u) (4.15) In this case D(u) should be replaced by D2(u

  

Source: Pearce, Paul A. - Department of Mathematics and Statistics, University of Melbourne

 

Collection: Mathematics

 
34 Universes in Type Theory Part II --Autonomous Mahlo
 

Summary:  (u) FA =A-1 DT (u) A=(AD(u) A-1 )T =D2 T (u)=D2(u) (4.15) In this case D(u) should be replaced by D2(u

  

Source: Setzer, Anton - Department of Computer Science, University of Wales Swansea

 

Collection: Computer Technologies and Information Sciences

 
35 PhotoMeter: Easy-to-use MonoGraphoMetrics -Visual Metrology from Calibrated Images -
 

Summary:  (u) FA =A-1 DT (u) A=(AD(u) A-1 )T =D2 T (u)=D2(u) (4.15) In this case D(u) should be replaced by D2(u

  

Source: Rossignac, Jarek - College of Computing, Georgia Institute of Technology

 

Collection: Computer Technologies and Information Sciences

 
36 Universes in Type Theory Part II Autonomous Mahlo
 

Summary:  (u) FA =A-1 DT (u) A=(AD(u) A-1 )T =D2 T (u)=D2(u) (4.15) In this case D(u) should be replaced by D2(u

  

Source: Setzer, Anton - Department of Computer Science, University of Wales Swansea

 

Collection: Computer Technologies and Information Sciences

 
37 Chapitre III UN THEOREME
 

Summary:  (u) FA =A-1 DT (u) A=(AD(u) A-1 )T =D2 T (u)=D2(u) (4.15) In this case D(u) should be replaced by D2(u

  

Source: Murolo, Claudio - Centre de Mathématiques et Informatique, Université de Provence

 

Collection: Mathematics

 
38 Quade, J., Levin, N.E., Simpson, S.W., Butler, R., McIntosh, W.C., Semaw, S., Kleinsasser, L., Dupont-Nivet, G., Renne, P., and Dunbar, N., 2008, The geology of Gona, Afar, Ethiopia, in Quade, J., and Wynn, J.G., eds., The Geology of Early Humans in the H
 

Summary:  (u) FA =A-1 DT (u) A=(AD(u) A-1 )T =D2 T (u)=D2(u) (4.15) In this case D(u) should be replaced by D2(u

  

Source: Utrecht, Universiteit - Faculty of Earth Sciences, Fort Hoofddijk Paleomagnetic Laboratory; Utrecht, Universiteit - Faculty of Geosciences, Paleomagnetic Laboratory

 

Collection: Geosciences

 
39 KLOOSTERMAN SHEAVES FOR REDUCTIVE GROUPS JOCHEN HEINLOTH, BAO-CH^AU NG^O, AND ZHIWEI YUN
 

Summary:  (u) FA =A-1 DT (u) A=(AD(u) A-1 )T =D2 T (u)=D2(u) (4.15) In this case D(u) should be replaced by D2(u

  

Source: Heinloth, Jochen - Korteweg-de Vries Institute for Mathematics, Universiteit van Amsterdam

 

Collection: Mathematics

 
40 8 Das Riemann Integral Vereinbarung. Bis einschlielich Satz 8.13 sei stets a < b.
 

Summary:  (u) FA =A-1 DT (u) A=(AD(u) A-1 )T =D2 T (u)=D2(u) (4.15) In this case D(u) should be replaced by D2(u

  

Source: Buchholz, Wilfried - Mathematisches Institut, Ludwig-Maximilians-Universität München

 

Collection: Mathematics


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41 Saarland University Faculty of Natural Sciences
 

Summary:  (u) FA =A-1 DT (u) A=(AD(u) A-1 )T =D2 T (u)=D2(u) (4.15) In this case D(u) should be replaced by D2(u

  

Source: Saarlandes, Universität des, Mathematical Image Analysis Group

 

Collection: Mathematics ; Computer Technologies and Information Sciences

 
42 Empowerment et participation : comment mieux cadrer les effets possibles
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics

 
43 Chapitre II SEMIDIFFERENTIABILITE
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Murolo, Claudio - Centre de Mathématiques et Informatique, Université de Provence

 

Collection: Mathematics

 
44 Universit de Lille 2 Prsente en vue d'obtenir le grade de
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics

 
45 Collge doctoral N attribu par la Bibliothque
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics

 
46 UNIVERSITY OF WASHINGTON BULLETIN TIME SCHEDULE
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Kaminsky, Werner - Center for Nanotechnology and NanoTechnology & Department of Chemistry, University of Washington at Seattle

 

Collection: Chemistry

 
47 On the Functional Equations Satisfied by Eisenstein Series + Robert P. Langlands
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Langlands, Robert - School of Mathematics, Institute for Advanced Study, Princeton University

 

Collection: Mathematics

 
48 TABLE DES MATIERES Introduction : : : : : : : : : : : : : : : : : : : : : : : : : : : : : : : : : : : : : 1
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics

 
49 On the Functional Equations Satisfied by Eisenstein Series Robert P. Langlands
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Princeton University, Institute for Advanced Study, School of Mathematics

 

Collection: Mathematics

 
50 N: 2007 ENAM XXXX Ecole doctorale n 432 : Sciences des Mtiers de l'Ingnieur
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics

 
51 On the Functional Equations Satisfied by Eisenstein Series Robert P. Langlands
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Langlands, Robert - School of Mathematics, Institute for Advanced Study, Princeton University

 

Collection: Mathematics

 
52 CollectionLesRapports par BenjaminBRIGAUD
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics

 
53 halshs-00374846 (2009-04-09) Avec l'aimable autorisation de CNRS-Editions
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics

 
54 Summer Quarter~tu~J at tbe OW tbis summer
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Kaminsky, Werner - Center for Nanotechnology and NanoTechnology & Department of Chemistry, University of Washington at Seattle

 

Collection: Chemistry

 
55 DICTIONNAIRE D'ARABE DIALECTAL SYRIEN (PARLER DE DAMAS)
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics

 
56 Universit Panthon-Sorbonne Paris I UFR de Gographie
 

Summary:  X&U6aqCf¤c6aaD!U6a!5U6aaWeD5Aia R¨ac P5c6DgaWA6c c4eWVX¨PfDgeQfgU¢UxrfgXU6a R¨P DgPVUhAEX¨WX`DbPAEXIe!6

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics


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