Results 1 to 10 of about 201,230 (325)
Transverse component of the magnetic field in the solar photosphere
observed by Sunrise [PDF]
, 2010 We present the first observations of the transverse component of photospheric
magnetic field acquired by the imaging magnetograph Sunrise/IMaX. Using an
automated detection method, we obtain statistical properties of 4536 features
with significant linear Barthol, P., Beeck, B., Berkefeld, T., Bonet, J. A., Danilovic, S., Domingo, V., Gandorfer, A., Iniesta, J. C. del Toro, Knoelker, M., Pietarila, A., Pillet, V. Martinez, Schmidt, W., Schuessler, M., Solanki, S. K., Title, A. M. +14 morecore +2 more sourcesThe Sunrise Mission [PDF]
, 2010 The first science flight of the balloon-borne \Sunrise telescope took place
in June 2009 from ESRANGE (near Kiruna/Sweden) to Somerset Island in northern
Canada.A. Feller, A. Gandorfer, A. Gandorfer, A. Lecinski, A. López Jiménez, A. M. Title, A. Sanz-Andrés, A. Watt, A. Álvarez-Herrero, B. Chares, B. Grauf, B. W. Lites, C. Widani, D. Elmore, D. Germerott, D. Kampf, D.M. Rust, E. Schmidt, G. Card, G. Tomasch, I. Pérez-Grande, I. Pérez Grande, J. A. Bonet, J. C. del Toro Iniesta, J. Fox, J. Hirzberger, J. Hirzberger, J. L. Gasent Blesa, J.P. Mehltretter, K. Heerlein, K. Härtel, L. Sabau-Graziati, M. Herse, M. Knölker, M. Kolleck, M. Schwarzschild, M. Schüssler, P. Barthol, P. Haberler, P. Lemaire, P. Lemaire, P. Nelson, P.N. Bernasconi, P.N. Bernasconi, R. Meller, R. Müller, R. Summers, R.E. Danielson, S. K. Solanki, S.K. Solanki, T. Berkefeld, T. Berkefeld, T. Hirayama, T. L. Riethmüller, T. Levin, T.L. Riethmüller, V. Domingo, V. Martínez Pillet, V. Martínez Pillet, V.A. Krat, W. Curdt, W. Deutsch, W. Schmidt +62 morecore +4 more sourcesDispersive calculation of the massless multi-loop sunrise diagram [PDF]
, 2006 The massless sunrise diagram with an arbitrary number of loops is calculated
in a simple but formal manner. The result is then verified by rigorous
mathematical treatment. Pitfalls in the calculation with distributions are
highlighted and explained.A. Aste, A. Aste, A. Aste, A.I. Davydychev, Andreas Aste, F. Constantinescu, F.A. Berends, F.V. Tkachov, G. Källén, G. Passarino, G. Scharf, G. ’t Hooft, H. Epstein, J. Fleischer, J. Schwinger, K.G. Chetyrkin, M. Caffo, M. Dütsch, P. Post, R.F. Streater, S. Bauberger, S. Groote, S. Laporta, S. Laporta, T.-P. Cheng, W. Pauli +25 morecore +2 more sourcesThe analytic value of the sunrise self-mass with two equal masses and
the external invariant equal to the third squared mass [PDF]
, 2002 We consider the two-loop self-mass sunrise amplitude with two equal masses
$M$ and the external invariant equal to the square of the third mass $m$ in the
usual $d$-continuous dimensional regularization.Berends, Caffo, E. Remiddi, Laporta, Laporta, M. Argeri, P. Mastrolia, Remiddi, Vermaseren, Vermaseren +9 morecore +2 more sourcesDetection of vortex tubes in solar granulation from observations with
Sunrise [PDF]
, 2010 We have investigated a time series of continuum intensity maps and
corresponding Dopplergrams of granulation in a very quiet solar region at the
disk center, recorded with the Imaging Magnetograph eXperiment (IMaX) on board
the balloon-borne solar ...Barthol, P., Domingo, V., Franz, M., Gandorfer, A., Gonzalez, N. Bello, Iniesta, J. C. del Toro, Knolker, M., Navarro, J. A. Bonet, Nutto, Ch., Pillet, V. Martinez, Rezaei, R., Schmidt, W., Solanki, S. K., Steiner, O. +13 morecore +1 more sourceBOKASUN: a fast and precise numerical program to calculate the Master
Integrals of the two-loop sunrise diagrams [PDF]
, 2008 We present the program BOKASUN for fast and precise evaluation of the Master
Integrals of the two-loop self-mass sunrise diagram for arbitrary values of the
internal masses and the external four-momentum.'t Hooft, Amoros, Bauberger, Berends, Berends, Caffo, Caffo, Caffo, Caffo, Caffo, Czyz, Davydychev, Ettore Remiddi, Gehrmann, Ghinculov, Groote, Henryk Czyż, Laporta, Martin, Martin, Michał Gunia, Michele Caffo, Passarino, Passarino, Post, Pozzorini +25 morecore +1 more sourceA numerical test of differential equations for one- and two-loop sunrise
diagrams using configuration space techniques
, 2012 We use configuration space methods to write down one-dimensional integral
representations for one- and two-loop sunrise diagrams (also called Bessel
moments) which we use to numerically check on the correctness of the second
order differential equations ...A. A. Pivovarov, A.I. Davydychev, A.V. Kotikov, E. Mendels, E. Remiddi, J. G. Körner, M. Caffo, R. Delbourgo, S. Groote, S. Groote, S. Groote, S. Groote, S. Groote, S. Groote, S. Groote, S. Laporta, S. Müller-Stach +16 morecore +1 more sourceOn the evaluation of a certain class of Feynman diagrams in x-space:
Sunrise-type topologies at any loop order
, 2005 We review recently developed new powerful techniques to compute a class of
Feynman diagrams at any loop order, known as sunrise-type diagrams. These
sunrise-type topologies have many important applications in many different
fields of physics and we ...A.A. Pivovarov, Anikin, Appelquist, Avdeev, Avdeev, Bagan, Baikov, Balitsky, Balk, Bartels, Bashir, Bauberger, Berends, Bogoliubov, Braun, Broadhurst, Broadhurst, Broadhurst, Broadhurst, Broadhurst, Caffo, Chetyrkin, Chetyrkin, Chetyrkin, Chetyrkin, Chetyrkin, Chetyrkin, Chetyrkin, Chetyrkin, Chetyrkin, Chetyrkin, Coleman, Cutkosky, Cvetič, Davydychev, Delbourgo, Dudas, Fleischer, Gasser, Gasser, Generalis, Gilkey, Gorbunov, Gradshteyn, Groote, Groote, Groote, Groote, Groote, Groote, Groote, Groote, Groote, Groote, Gross, Gusynin, Hepp, Hoang, Hussain, Ioffe, Isgur, Itzykson, J.G. Körner, Jackiw, Jackiw, Kalinowski, Kataev, Kazakov, Krasnikov, Krasnikov, Krasnikov, Krasnikov, Krasulin, Kreimer, Kulagin, Körner, Körner, Körner, Kühn, Kühn, Laporta, Larin, Lipatov, Lipatov, Lowenstein, Mansfield, Mastrolia, Meijer, Mendels, Mikhailov, Narison, Ogreid, Ovchinnikov, Ovchinnikov, Penin, Penin, Pich, Pivovarov, Pivovarov, Pivovarov, Pivovarov, Pivovarov, Pivovarov, Pivovarov, Pivovarov, Pivovarov, Pivovarov, Pivovarov, Platter, Polyakov, Post, Post, Prudnikov, Rajantie, S. Groote, Schwinger, Slavnov, Smirnov, Steinhauser, Terrano, Tkachov, Tkachov, Weinberg, Wetzorke, Witten, ’t Hooft, ’t Hooft, ’t Hooft, ’t Hooft +128 morecore +1 more sourceNumerical evaluation of the general massive 2-loop sunrise self-mass
master integrals from differential equations [PDF]
, 2002 The system of 4 differential equations in the external invariant satisfied by
the 4 master integrals of the general massive 2-loop sunrise self-mass diagram
is solved by the Runge-Kutta method in the complex plane.Berends, Berends, Caffo, Caffo, Caffo, Caffo, Chetyrkin, Davydychev, E. Remiddi, Groote, Groote, Groote, H. Czyż, Ince, Itzykson, Laporta, Laporta, M. Caffo, Passarino, Post, Press, Tarasov, Tkachov +22 morecore +2 more sources