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2101por Åkesson, T, Albrow, Michael G, Almehed, S, Benary, O, Bøggild, H, Botner, O, Breuker, Horst, Burkert, V D, Carter, A A, Carter, J R, Cleland, W E, Dagan, S, Dahl-Jensen, Erik, Dahl-Jensen, I, Damgaard, G, Fabjan, Christian Wolfgang, Frankel, S, Goerlach, U, Hansen, K H, Hedberg, V, Jarlskog, G, Kjaer, N J, Kroeger, R A, Kulka, K, Lissauer, D, Lörstad, B, Markou, A, McCubbin, N A, Mjörnmark, U, Møller, R, Molzon, W R, Nielsen, B S, Olsen, L H, Oren, Y, Schükraft, Jürgen, Spang, K, Stumer, I, Sullivan, M, Thompson, J A, Thodberg, H H, Vella, E N, Willamson, J, Willis, W J, Zajc, W AEnlace del recurso
Publicado 1987
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2102
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2103
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2104por Zotter, Bruno WMaterias: “…Accelerators and Storage Rings…”
Publicado 1987
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Enlace del recurso
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2105
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2106
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2107por Brice, Maximilien“…CMS engineer mounting an electric device on the ring side plus…”
Publicado 2015
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2108por Meltzer, Michael“…This book examines all aspects of the journey: its conception and planning; the lengthy political processes needed to make it a reality; the engineering and development required to build the spacecraft; its 2.2-billion mile journey from Earth to the Ringed Planet; and the amazing discoveries from the mission. …”
Publicado 2015
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Enlace del recurso
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2109
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2110
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2111“…In this book, recent developments in our understanding of fundamental vortex ring and jet dynamics will be discussed, with a view to shed light upon their near-field behaviour which underpins much of their far-field characteristics. …”
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Enlace del recurso
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2112por Chance, Antoine, Dalena, Barbara, Payet, Jacques, Alemany Fernandez, Reyes, Holzer, Bernhard, Schulte, DanielMaterias: “…Accelerators and Storage Rings…”
Publicado 2015
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2113“…Numbers, Polynomials, and Factoring The Natural Numbers The Integers Modular Arithmetic Polynomials with Rational CoefficientsFactorization of PolynomialsSection I in a NutshellRings, Domains, and Fields Rings Subrings and Unity Integral Domains and Fields Ideals Polynomials over a Field Section II in a NutshellRing Homomorphisms and Ideals Ring HomomorphismsThe Kernel Rings of Cosets The Isomorphism Theorem for Rings Maximal and Prime Ideals The Chinese Remainder Theorem Section III in a NutshellGroups Symmetries of Geometric Figures PermutationsAbstract Groups Subgroups Cyclic Groups Section…”
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2114
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2115
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2116
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2117por Koukovini Platia, EiriniMaterias: “…Accelerators and Storage Rings…”
Publicado 2015
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Enlace del recurso
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2118por Sessler, Andrew MMaterias: “…Accelerators and Storage Rings…”
Publicado 1990
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2119
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2120