MANGA: Boku Wa Ne Volume 01
Topics: kiyo, boku, fujiwara, fop, website, proofread, ape, shou, scanlated, saigo, fujiwara kiyo
MOCAGH.ORG: SSI: hotljap manual
Topics: larry, ifii, fujiwara, hitoshi, yasuda, strategic, laurence, gold
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2.0
Nov 30, 2021
11/21
by
Danik Di-Stasio (drifttnik)
data
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Let me know if you have any questions :)
Topics: fujiwara, Tofu, initial_d, thingiverse, initiald, stl, Household, shop
MANGA: Broken Angels Volume 01
Topics: shoten, tsuzuki, fujiwara, setsuri, wth, hef, tokyopop, editor, angels, pubushing
MANGA: Boku Wa Ne Volume 03
Topics: fujiwara, snwgo, sfiou, kiyo, fangli, kle, sav, hap, eaten, santa
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3.0
Apr 13, 2021
04/21
by
Aljaz Klancnik (Alajaz)
data
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Fujiwara - keychain
Topics: thingiverse, tree, new, Art, eco, fujiwara, stl, keychain, purple, cool, nature
MANGA: Arakure Chapter 01
Topics: klyo, yume, hana, fujiwara, volumes, twe, begmsshmsfmie, qousle, goiccrjjstiai, asagi
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Jul 7, 2021
07/21
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FUJIWARA INTERCOM
audio
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Released November 2, 2019 https://fujiwaraint.bandcamp.com/album/telesignal
Topics: FUJIWARA INTERCOM, electronic, experimental, broken transmission, lo-fi, signalwave, vaporwave
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4.0
Jan 7, 2021
01/21
by
Long Quang (Longquang)
data
eye 4
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Chika Fujiwara
Topics: stencil, Anime, manga, stl, kaguya, 2D Art, thingiverse, Chika_Fujiwara
Shows Pam Bartlein, a Home Economics student, and Nick Pavloff, an Art student, both in their early 20s and attending San Jose State University, on a three month student exchange program run by sister cities Okayama, Japan, and San Jose, California. Nick visits the workshop of potters Yu and Kay Fujiwara. Pam studies cooking, flower arranging, clothing.
Topics: San Jose, Okayama, exchange student, San Jose State, Yu Fujiwara, Japan
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153
Jun 10, 2019
06/19
by
Bob Jacobson, NYLifer, Jake
audio
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Joe Morris & Tomas Fujiwara Rhizome Washington DC Saturday, June 8, 2019 2019-06-08 Set One - 3 songs Set Two - 2 songs Sennheiser 441s dfc 7' high @ 16/44 > CEP2 > CD Wave Editor Joe Morris - guitar https://www.joe-morris.com/ https://en.wikipedia.org/wiki/Joe_Morris_(guitarist) Tomas Fujiwara - drums https://www.tomasfujiwara.com/ Part of the 2019 DC Jazz Festival - https://dcjazzfest.org/ Presented by Transparent Productions - https://transparentproductionsdc.org FB event -...
Topics: live concert, Joe Morris, Tomas Fujiwara, RhizomeDC, Transparent Productions DC, NYLifer
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(Old) U.W.F. Yoshiaki Fujiwara's U.W.F. debut!
Topics: Classic, Pro-Wrestling, Pro Wrestling, Old, UWF, U.W.F., Akira Maeda, Yoshiaki Fujiwara
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19
May 3, 2013
05/13
by
Fujiwara, Tei
texts
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Topics: Fujiwara, Tei, -- 1918-, World War, 1939-1945 -- Personal narratives, Japanese., World War,...
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43
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2 v. (xv, 910 p.) : 25 cm
Topics: Fujiwara, Michinaga, 966-1027 -- Fiction, Aristocracy (Social class) -- Fiction, Japan -- History...
MANGA: Boku Wa Ne Volume 02
Topics: translators, boku, sive, momioi, fujiwara, cfopums, vou, shou, aiid, tetsuta, sive vou, cfopums...
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218
texts
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2 v. (xv, 910 p.) : 25 cm
Topics: Fujiwara, Michinaga, 966-1027 -- Fiction, Aristocracy (Social class) -- Fiction, Japan -- History...
2,488
2.5K
Mar 22, 2021
03/21
by
Ghettoyouth
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Doremi Harukaze ist ein tollpatschiges und ungeschicktes Mädchen. Ihr Traum ist es, einmal eine Hexe zu werden. Eines Tages entlarvt sie versehentlich die Hexe Majorika, die sich daraufhin in ein grünes froschähnliches Wesen verwandelt. Um ihre Tat wieder rückgängig zu machen und Mojorika wieder zurück in menschliche Gestalt zu verwandeln, muss Doremi in die Hexenlehre gehen und eine vollwertige Hexe werden. Doch das ist für das ungeschickte Mädchen nicht immer eine leichte Aufgabe und...
Topics: Magical Doremi, Ojamajo Doremi, Anime, Doremi Harukaze, Emilie Fujiwara, Sophie Senoo, Nicole...
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Union of Professional Wrestling Force PRO-WRESTLING U.W.F. International
Topics: U.W.F. International, Pro-Wrestling, Pro Wrestling, Shooting, Shoot, Style, UWFI, UWF, U.W.F.,...
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431
Mar 21, 2021
03/21
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Bandai Entertainment Group
movies
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スタック・オブ・アームズ Sutakku Obu āmuzu STACK of ARMS プロフェッショナル・レスリング purofesshonaru resuringu PROFESSIONAL WRESTLING 藤原組イン東京ドーム Fujiwara-gumi in Tōkyō dōmu FUJIWARA GUMI in TOKYO DOME パーフェクト・バージョン Pāfekuto bājon PERFECT VERSION Sunday, October 4th, 1992 Tokyo, Japan home video release date: May 20th, 1993
Topics: Classic, Classics, Shooting, Shoot, Style, New, U.W.F., UWF, Pro-Wrestling, Pro Wrestling,...
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564
Apr 3, 2021
04/21
by
Ghettoyouth
movies
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Nachdem sie die magischen Kräfte verloren haben, sich in Hexen zu verwandeln, bekommen Doremi und ihre Freundinnen diese Fähigkeit erneut zurück. Doch sie müssen von null anfangen und nochmals die schweren Prüfungen für Hexen in der Zauberwelt bestehen. Außerdem treffen sie ein neues Mitglied aus den USA namens Momoko, mit der sie viele Abenteuer bestehen müssen auf dem Weg zu ihren Hexentiteln.
Topics: Motto Ojamajo Doremi, Doremi Harukaze, Hazuki Fujiwara, Aiko Senoo, Onpu Segawa, Momoko Asuka,...
3,498
3.5K
Nov 2, 2020
11/20
by
Max1323
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La tercera serie de Motto! Magical Doremi. La serie fue dirigida por Takuya Igarashi y producida por Toei Animation. Es una secuela directa de la serie anterior, Magical Doremi Sharp y se emitió en TV Asahi desde el 4 de febrero de 2001 hasta el 27 de enero de 2002, y duró 50 episodios.
Topics: Mágica Doremi Motto!, Doremi Harukaze, Hazuki Fujiwara, Aiko Senoo, Onpu Segawa, Momoko Asuka,...
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883
Mar 22, 2021
03/21
by
Ghettoyouth
movies
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Doremi, Sophie, Nicole und Emilie dachten bereits, sie könnten sich nie wieder in Hexen verwandeln. Doch als die Freundinnen in die Hexenwelt reisen, übergibt ihnen die Königin die Aufgabe, auf ein Baby aufzupassen. Ihr Name ist Hana und Doremi schließt die Kleine sofort in ihr Herz und übernimmt die Mutterrolle. Hana ist die Nachfolgerin auf den Thron der Hexenwelt und so versuchen viele böse Gestalten aus der Zaubererwelt das Baby zu entführen, was Doremi mit all ihren Kräften...
Topics: Magical Doremi Sharp, Ojamajo Doremi Sharp, Anime, Doremi Harukaze, Emilie Fujiwara, Sophie Senoo,...
Section 8(a) of the Small Business Act authorizes the Small Business Administration (SBA) to engage in procurement contracts with federal agencies for the purpose of subcontracting to small business firms on a non-competitive basis. This authority exists to assist socially and economically disadvantaged small businesses in establishing a competitive position within the financial marketplace. From 1983 to 1985, the Department of Transportation (DOT) participated in an experimental 8(a) program...
Topics: DTIC Archive, Fujiwara,Joel D, NAVAL POSTGRADUATE SCHOOL MONTEREY CA, *COAST GUARD, *NAVAL...
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205
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SWS (Super World Sports) Pro-Wrestling
Topics: Classic, Pro-Wrestling, Pro Wrestling, SWS, WWF, Genichiro Tenryu, Hulk Hogan, The Road Warriors,...
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2.0K
Nov 9, 2020
11/20
by
Max1323
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Magical Doremi Dokkan es la cuarta y última serie de Magical Doremi. La serie fue dirigida por Takuya Igarashi y producida por Toei Animation. Se transmitió en TV Asahi del 3 de febrero de 2002 al 26 de enero de 2003, y duró 51 episodios. La serie trata sobre el repentino crecimiento de Hana, que se ha envejecido voluntariamente y tiene permiso para convertirse en aprendiz de bruja. Al mismo tiempo, la maldición de la antigua reina bruja ha florecido, pero la maldición se puede detener si...
Topics: Mágica Doremi Dokkan, Doremi Harukaze, Hazuki Fujiwara, Aiko Senoo, Onpu Segawa, Momoko Asuka,...
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185
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2000 Summer Action Series II Vol. 1 & 2
Topics: Classic, Pro-Wrestling, Pro, Wrestling, All Japan, Toshiaki Kawada, Masanobu Fuchi, Stan Hansen,...
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1.9K
Oct 19, 2020
10/20
by
Crimental
movies
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Un grupo de niñas de la escuela primaria, dirigido por Doremi, que se convierte en aprendices de brujas. Doremi Harukaze es una estudiante de tercer grado de primaria, es muy enamoradiza. Sin embargo, debido a sus fatalidades, ella se autonombra "la niña más desafortunada del mundo". Ella junto a sus amigas Emilie Fujiwara y Sophie Senoo, tendran que superar una serie de pruevas para convetirse en unas autenticas brujitas. Nicole Segawa es un personaje de la serie Magical Doremi,...
Topics: Magical Doremi, Doremi Harukaze, Emilie Fujiwara, Sophie Senoo, Nicole Segawa,, Bibi Harukaze, Toei...
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1.2K
Oct 26, 2020
10/20
by
Crimental
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Apenas ha pasado un día después de la despedida. Las protagonistas tenían pensado despedirse de la Bruja Rika y de las hadas. Al llegar, se enteran de que se habían ido antes de que llegaran para no tener que despedirse con una amarga tristeza. Sin embargo, descubren que a la Bruja Rika se la han quedado pertenencias y la puerta del mundo mágico estaba abierta, por lo que deciden ir allá y entregarle personalmente sus objetos personales. ETC
Topics: Magical Doremi Sharp, Doremi Harukaze, Emilie Fujiwara, Sophie Senoo, Nicole Segawa, Bibi Harukaze,...
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435
Apr 29, 2021
04/21
by
Ghettoyouth
movies
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Hana wird durch ihre eigene Magie groß und besucht nun die Schule. Auch sie muss die Hexenprüfungen ablegen, wie ihre Freundinnen zuvor. Die sechs Hexen machen sich daran, die frühere Königin zu retten, die wegen ihrer erdrückenden schlechten Erinnerungen in einen tiefen Schlaf versunken war. Diese schlechten Erinnerungen breiten sich über die Welt der Menschen, sowie die der Hexen und die der Zauberer aus, wo sie überall für Depressionen sorgen, die sogar zu ewigem Schlaf führen...
Topics: Ojamajo Doremi Dokkan, Doremi Harukaze, Hazuki Fujiwara, Aiko Senoo, Onpu Segawa, Momoko Asuka,...
It is shown that the second order sufficient (necessary) optimality condition for the dual of a nonlinear program is equivalent to the inverse of the Hessian of the Lagrangian being positive definite (semidefinite) on the normal cone to the local primal constraint surface. This compares with the Hessian itself being positive definite (semidefinite) on the tangent cone on the local primal constraint surface for the corresponding second order condition for the primal problem. We also show that...
Topics: DTIC Archive, Fujiwara,O, WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER, *Nonlinear algebraic...
The need to rapidly scan large design spaces during conceptual design calls for computationally inexpensive tools such as the vortex lattice method (VLM). Although some VLM tools, such as Vorview have been extended to model fully-supersonic flow, VLM solutions are typically limited to inviscid, subcritical flow regimes. Many transport aircraft operate at transonic speeds, which limits the applicability of VLM for such applications. This paper presents a novel approach to correct...
Topics: Chaparro, Daniel, Fujiwara, Gustavo E. C., MORI Associates, NASA Ames Research Center, Nguyen,...
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381
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秘蔵 新日本 vs U.W.F. Treasured New Japan vs U.W.F.
Topics: Classic, Pro-Wrestling, Pro Wrestling, Pro-Wres, New Japan, UWF, U.W.F., Shooting, Style, Akira...
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36
Oct 26, 2012
10/12
by
Masahiko Fujiwara
texts
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Topics: Newton, Isaac, -- Sir, -- 1642-1727., Hamilton, William Rowan, -- Sir, -- 1805-1865., Ramanujan...
We consider nonlinear constrained optimization problems whose objective and constraint functions are sufficiently smooth. No convexity is assumed. Our basic tools are from differential topology. We show that these problems can be reduced to the study of minimizing a Morse function on a manifold with boundary and we give the geometrical meaning to the first order conditions, the second order sufficiency conditions, and strict complementary slackness condition. Our main concerns are the second...
Topics: DTIC Archive, Fujiwara,Okitsugu, WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER, *OPTIMIZATION,...
We consider nonlinear constrained optimization problems in which the objective function and constraint functions are sufficiently smooth. We focus on the programs which consist of both equality and inequality constraints, and we prove that the global optimum value function is twice continuously differentiable almost everywhere with respect to the parameters. (Author)
Topics: DTIC Archive, Fujiwara,Okitsugu, WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER, *OPTIMIZATION,...
Topics: DTIC Archive, Fujiwara,Masahiro, FOREIGN TECHNOLOGY DIV WRIGHT-PATTERSON AFB OH, *VISUAL...
Lidar observation at Fukuoka has provided over four years the data of ElChichon aerosols in the stratosphere. Analyses of the data show that an enormous amount of volcanic aerosols has continuously decreased since the beginning of 1983 with significant fluctuations. These fluctuations reveal themselves as a seasonal variation of aerosol content with a maximum in winter-spring and a minimum in summer. The vertical structure of the aerosol layer also shows the seasonal variation. Although the...
Topics: NASA Technical Reports Server (NTRS), AEROSOLS, OPTICAL RADAR, RADAR MEASUREMENT, STRATOSPHERE,...
Computer vision research needs a flexible and robust method to obtain accurate appearance of a scene. Such needs include generating test data, using a simulator as a part of an algorithm, and generating model data for object recognition and inspection. A sophisticated and reasonable mechanism for generating scene appearance is a technique known as ray tracing. However, current ray tracers are mainly developed for computer graphic research. They are based on ad hoc reflectance mechanisms; their...
Topics: DTIC Archive, Fujiwara, Yoshimasa, CARNEGIE-MELLON UNIV PITTSBURGH PA ROBOTICS INST, *COMPUTER...
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123
movies
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(Old) U.W.F. Goodbye THE TIGER 7/23 & 7/24/1984 (Return of The First Tiger Mask (Satoru Sayama) to the ring!)
Topics: Classic, Pro-Wrestling, Pro Wrestling, Old, UWF, U.W.F., The Tiger, former, Tiger Mask, Satoru...
Mark-recapture analyses of populations are an important tool in population biology. In this thesis, I extend mark-recapture analyses to provide a link between mark-recapture data and demographic models such as matrix population models and integrodifference equation models. I resolve some issues that are commonly encountered during sampling, such as the fact that the sex or life-stage of some individuals is unknown during some sampling occasions and that individuals become unobservable during...
Topics: DTIC Archive, Fujiwara, Masami, MASSACHUSETTS INST OF TECH CAMBRIDGE, *STATISTICAL ANALYSIS,...
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670
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史実 新日本 vs U.W.F. 妥協なき闘い! 新日本 vs U.W.F.抗争 Historical fact New Japan vs U.W.F. Fight without compromise! New Japan vs U.W.F. Conflict
Topics: Classic, Pro-Wrestling, Pro Wrestling, New Japan, UWF, U.W.F., Shooting, Style, Akira Maeda,...
The canonical dual formulation (the Lagrangian function) is considered. No concavity is assumed. The existence of the nonlinear support to the hypograph of the optimum value function is proved under certain assumptions. By the transformation, this nonlinear support becomes linear and the global duality is derived. (Author)
Topics: DTIC Archive, Fujiwara,Okitsugu, WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER,...
The canonical dual formulation (the Lagrangian function) is considered. No concavity is assumed. The existence of the nonlinear support to the hypograph of the optimum value function is proved under certain assumptions. By the transformation, this nonlinear support becomes linear and the global duality is derived. (Author)
Topics: DTIC Archive, Fujiwara,Okitsugu, WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER,...
The canonical dual formulation (the Lagrangian function) is considered. No concavity is assumed. The existence of the nonlinear support to the hypograph of the optimum value function is proved under certain assumptions. By the transformation, this nonlinear support becomes linear and the global duality is derived. (Author)
Topics: DTIC Archive, Fujiwara,Okitsugu, WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER,...
The canonical dual formulation (the Lagrangian function) is considered. No concavity is assumed. The existence of the nonlinear support to the hypograph of the optimum value function is proved under certain assumptions. By the transformation, this nonlinear support becomes linear and the global duality is derived. (Author)
Topics: DTIC Archive, Fujiwara,Okitsugu, WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER,...
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12
Jul 23, 2018
07/18
by
Fujiwara, Sayo
texts
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vi, 222 pages : 23 cm
Topics: Fujiwara, Sayo, World War (1939-1945), Japanese Americans -- Biography, World War, 1939-1945 --...
The canonical dual formulation (the Lagrangian function) is considered. No concavity is assumed. The existence of the nonlinear support to the hypograph of the optimum value function is proved under certain assumptions. By the transformation, this nonlinear support becomes linear and the global duality is derived. (Author)
Topics: DTIC Archive, Fujiwara,Okitsugu, WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER,...
The canonical dual formulation (the Lagrangian function) is considered. No concavity is assumed. The existence of the nonlinear support to the hypograph of the optimum value function is proved under certain assumptions. By the transformation, this nonlinear support becomes linear and the global duality is derived. (Author)
Topics: DTIC Archive, Fujiwara,Okitsugu, WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER,...
1,086
1.1K
Mar 17, 2008
03/08
by
Ernest Wilson Clement
texts
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Book digitized by Google from the library of the University of Michigan and uploaded to the Internet Archive by user tpb.
Topics: japan, japanese, emperor, history, tokugawa, imperial, period, era, reign, meiji, short history,...
Source: http://books.google.com/books?id=HsgeAAAAMAAJ&oe=UTF-8
The canonical dual formulation (the Lagrangian function) is considered. No concavity is assumed. The existence of the nonlinear support to the hypograph of the optimum value function is proved under certain assumptions. By the transformation, this nonlinear support becomes linear and the global duality is derived. (Author)
Topics: DTIC Archive, Fujiwara,Okitsugu, WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER,...
