Results 81 to 90 of about 14,597,748 (196)

Differential Galois Theory and Hopf Algebras for Lie Pseudogroups

Axioms
According to a clever but rarely quoted or acknowledged work of E. Vessiot that won the prize of the Académie des Sciences in 1904, “Differential Galois Theory” (DGT) has mainly to do with the study of “Principal Homogeneous Spaces” (PHSs) for finite ...
Jean-Francois Pommaret
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Extending divisors from complete intersection surfaces

Le Matematiche, 2007
The aim of this paper is to extend a theorem of Griffiths, Harris and Hulek [4], [6] on the extendability of divisors of a smooth complete intersection surface in P^n to the case when the ambient space is a product of projective spaces or a Grassmannian.
Jorge Caravantes
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On the v-Picard Group of Stein Spaces

International Mathematics Research Notices
Abstract We study the image of the Hodge–Tate logarithm map (in any cohomological degree), defined by Heuer, in the case of smooth Stein varieties. Heuer, motivated by the computations for the affine space of any dimension, raised the question whether this image is always equal to the group of closed differential forms.
Ertl, Veronika, Gilles, Sally, Nizioł, Wiesława   +2 more
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A fast iterative spectral scheme based on novel operational matrices for nonlinear fractional-order singular integral problems

Ain Shams Engineering Journal
Analytic solutions of nonlinear Volterra-Fredholm integral equations with generalized singular kernel arise in atomic scattering, electron emission, microscopy, radio astronomy, radar ranging, plasma diagnostics, and optical fiber evaluation and found a ...
Muhammad Usman, Muhammad Hamid, Dianchen Lu, Zhengdi Zhang, Shahram Rezapour, Mohamed Abdelghany Elkotb   +5 more
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Picard Groups of Hypersurfaces In Toric Varieties

Publications of the Research Institute for Mathematical Sciences, 1996
We study the structure of rational Picard groups of hypersurfaces of toric varieties. By using the fan structure associated to the ambient toric variety, an explicit basis of the Picard group is described by certain combinatorial data. We shall also discuss the application to Calabi-Yau spaces.
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A Two-Generator Presentation for the Picard Group [PDF]

Proceedings of the American Mathematical Society, 1992
The following 2 2 -generator
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MASK 2017: ARIA digitally-enabled, integrated, person-centred care for rhinitis and asthma multimorbidity using real-world-evidence

Clinical and Translational Allergy, 2018
mHealth, such as apps running on consumer smart devices is becoming increasingly popular and has the potential to profoundly affect healthcare and health outcomes.
J. Bousquet, S. Arnavielhe, A. Bedbrook, M. Bewick, D. Laune, E. Mathieu-Dupas, R. Murray, G. L. Onorato, J. L. Pépin, R. Picard, F. Portejoie, E. Costa, J. Fonseca, O. Lourenço, M. Morais-Almeida, A. Todo-Bom, A. A. Cruz, J. da Silva, F. S. Serpa, M. Illario, E. Menditto, L. Cecchi, R. Monti, L. Napoli, M. T. Ventura, G. De Feo, D. Larenas-Linnemann, M. Fuentes Perez, Y. R. Huerta Villabolos, D. Rivero-Yeverino, E. Rodriguez-Zagal, F. Amat, I. Annesi-Maesano, I. Bosse, P. Demoly, P. Devillier, J. F. Fontaine, J. Just, T. P. Kuna, B. Samolinski, A. Valiulis, R. Emuzyte, V. Kvedariene, D. Ryan, A. Sheikh, P. Schmidt-Grendelmeier, L. Klimek, O. Pfaar, K. C. Bergmann, R. Mösges, T. Zuberbier, R. E. Roller-Wirnsberger, P. Tomazic, W. J. Fokkens, N. H. Chavannes, S. Reitsma, J. M. Anto, V. Cardona, T. Dedeu, J. Mullol, T. Haahtela, J. Salimäki, S. Toppila-Salmi, E. Valovirta, B. Gemicioğlu, A. Yorgancioglu, N. Papadopoulos, E. P. Prokopakis, S. Bosnic-Anticevich, R. O’Hehir, J. C. Ivancevich, H. Neffen, E. Zernotti, I. Kull, E. Melen, M. Wickman, C. Bachert, P. Hellings, S. Palkonen, C. Bindslev-Jensen, E. Eller, S. Waserman, M. Sova, G. De Vries, M. van Eerd, I. Agache, T. Casale, M. Dykewickz, R. N. Naclerio, Y. Okamoto, D. V. Wallace, MASK study group   +91 more
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Guidance to 2018 good practice: ARIA digitally-enabled, integrated, person-centred care for rhinitis and asthma

Clinical and Translational Allergy, 2019
Aims Mobile Airways Sentinel NetworK (MASK) belongs to the Fondation Partenariale MACVIA-LR of Montpellier, France and aims to provide an active and healthy life to rhinitis sufferers and to those with asthma multimorbidity across the life cycle ...
J. Bousquet, A. Bedbrook, W. Czarlewski, G. L. Onorato, S. Arnavielhe, D. Laune, E. Mathieu-Dupas, J. Fonseca, E. Costa, O. Lourenço, M. Morais-Almeida, A. Todo-Bom, M. Illario, E. Menditto, G. W. Canonica, L. Cecchi, R. Monti, L. Napoli, M. T. Ventura, G. De Feo, W. J. Fokkens, N. H. Chavannes, S. Reitsma, A. A. Cruz, J. da Silva, F. S. Serpa, D. Larenas-Linnemann, J. M. Fuentes Perez, Y. R. Huerta-Villalobos, D. Rivero-Yeverino, E. Rodriguez-Zagal, A. Valiulis, R. Dubakiene, R. Emuzyte, V. Kvedariene, I. Annesi-Maesano, H. Blain, P. Bonniaud, I. Bosse, Y. Dauvilliers, P. Devillier, J. F. Fontaine, J. L. Pépin, N. Pham-Thi, F. Portejoie, R. Picard, N. Roche, C. Rolland, P. Schmidt-Grendelmeier, P. Kuna, B. Samolinski, J. M. Anto, V. Cardona, J. Mullol, H. Pinnock, D. Ryan, A. Sheikh, S. Walker, S. Williams, S. Becker, L. Klimek, O. Pfaar, K. C. Bergmann, R. Mösges, T. Zuberbier, R. E. Roller-Wirnsberger, P. V. Tomazic, T. Haahtela, J. Salimäki, S. Toppila-Salmi, E. Valovirta, T. Vasankari, B. Gemicioğlu, A. Yorgancioglu, N. G. Papadopoulos, E. P. Prokopakis, I. G. Tsiligianni, S. Bosnic-Anticevich, R. O’Hehir, J. C. Ivancevich, H. Neffen, M. E. Zernotti, I. Kull, E. Melén, M. Wickman, C. Bachert, P. W. Hellings, G. Brusselle, S. Palkonen, C. Bindslev-Jensen, E. Eller, S. Waserman, L. P. Boulet, J. Bouchard, D. K. Chu, H. J. Schünemann, M. Sova, G. De Vries, M. van Eerd, I. Agache, I. J. Ansotegui, M. Bewick, T. Casale, M. Dykewick, M. Ebisawa, R. Murray, R. Naclerio, Y. Okamoto, D. V. Wallace, The MASK study group   +109 more
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Local Picard Groups

, 2011
We use our extension of the Noether-Lefschetz theorem to describe generators of the class groups at the local rings of singularities of very general hypersurfaces containing a fixed base locus. We give several applications, including (1) every subgroup of the class group of the completed local ring of a rational double point arises as the class group ...
Brevik, John, Nollet, Scott
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Approaching Argyres-Douglas theories

Journal of High Energy Physics
The Seiberg-Witten solution to four-dimensional N $$ \mathcal{N} $$ = 2 super-Yang-Mills theory with gauge group SU(N) and without hypermultiplets is used to investigate the neighborhood of the maximal Argyres-Douglas points of type a 1 a N − 1 $$ \left({
Sriram Bharadwaj, Eric D’Hoker
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