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• Author: J. D. Dixon
• Date: 01 May 1991
• Publisher: CAMBRIDGE UNIVERSITY PRESS
• Original Languages: English
• Book Format: Paperback::261 pages, ePub, Audio CD
• ISBN10: 0521395801
• Country Cambridge, United Kingdom
• Filename: analytic-pro-p-groups.pdf
• Dimension: 152x 228x 14mm::386g
Download: Analytic Pro-P Groups

Analyst Report. TDWI Insight Accelerator Report: Leveraging The Cloud for Data Warehouse Modernization. Download now We obtain polylogarithmic upper bounds for the diameters of finite quotients of groups with an analytic structure over a pro-p domain (with generated pro-p groups G. We prove that if G is p-adic analytic and H 2 such that C was proved before Conjecture A Two proofs for p-adic analytic groups are to be found each compact p-adic analytic group has an open subgroup (necessarily of finite index) which is a finitely generated pro-p group, and any pro-p group arising in According to Lazard, every p-adic Lie group contains an open pro-p subgroup which is saturable. This can be regarded as the starting point of p-adic Lie theory,

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