02748nam 2200361 450 991054828310332120230820154040.0(CKB)5580000000286610(NjHacI)995580000000286610(EXLCZ)99558000000028661020230820d2022 uy 0engur|||||||||||txtrdacontentcrdamediacrrdacarrierProceedings of the Fifteenth ACM International Conference on Web Search and Data Mining /K. Selcuk Candan, [and many others]New York :Association for Computing Machinery,2022.1 online resource (1658 pages) illustrations1-4503-9132-X We are delighted to welcome you to the 15th ACM International Conference on Web Search and Data Mining (WSDM) 2022. While originally scheduled to be held in Tempe, Arizona, the conference had to move in late December 2021 to a virtual format. This difficult decision was made in light of the surge in Omicron cases, enhanced travel restrictions from various parts of the world, and companies scrapping office-return deadlines without setting a new date. WSDM (pronounced "wisdom") is one of the premier conferences on web-inspired research involving search and data mining. WSDM publishes original, high-quality papers related to search and data mining on the Web and the Social Web, with an emphasis on practical yet principled novel models of search and data mining, algorithm design and analysis, economic implications, and in-depth experimental analysis of accuracy and performance. This year's conference hosts an exciting technical program, including invited talks, as well as refereed full papers. The conference hosts an exciting technical program, including 7 workshops, 7 tutorials, 9 doctoral consortium presentations, 14 technical demos, 160 research papers, industry day presentations, smart city day presentations, and 3 exciting keynote talks on timely topics:Yejin Choi (University of Washington) - Knowledge is Power: Symbolic Knowledge Distillation, Commonsense Morality, and Multimodal Script KnowledgeGeorge Karypis (Amazon, University of Minnesota) - Graph Neural Network Research at AWS AIRicardo Baeza-Yates (Northeastern University) - Ethics Challenges in AI.Data miningCongressesInternet searchingData miningInternet searching.006.3Candan K. Selcuk847838NjHacINjHaclBOOK9910548283103321Proceedings of the Fifteenth ACM International Conference on Web Search and Data Mining3424970UNINA00885nam0-2200277 --450 991084619920332120240422131037.020240422d1964----kmuy0itay5050 bagerDE 001yy<<Das >>Kleine Pflanzenphysiologische PraktikumAnleitung zu bodenkundlichen und pflanzenphysiologischen Versuchen fir Hoch-, Ober- und FachschulenBrauner und Bukatsch7. AuflageJenaVeb Gustav Fischer1964VI, 288 p.25 cmPedologia631.4123itaBrauner,L.64867Bukatsch,Franz1735123ITUNINAREICATUNIMARCBK9910846199203321A MIC 7826796/2024FAGBCFAGBCKleine Pflanzenphysiologische Praktikum4154152UNINA04652nam 22005653 450 991095755830332120231110214833.09781470470210(electronic bk.)9781470451196(MiAaPQ)EBC6939728(Au-PeEL)EBL6939728(CKB)21420569300041(OCoLC)1306205295(EXLCZ)992142056930004120220327d2022 uy 0engurcnu||||||||txtrdacontentcrdamediacrrdacarrierMaximal Textrm {PSL}_2 Subgroups of Exceptional Groups of Lie Type1st ed.Providence :American Mathematical Society,2022.©2022.1 online resource (168 pages)Memoirs of the American Mathematical Society ;v.276Print version: Craven, David A. Maximal Providence : American Mathematical Society,c2022 9781470451196 Cover -- Title page -- Chapter 1. Introduction -- Chapter 2. Notation and Preliminaries -- Chapter 3. Maximal Subgroups -- Chapter 4. Maximal Subgroups and Subspace Stabilizers -- Chapter 5. Blueprint Theorems for Semisimple Elements -- 5.1. Preliminary Results -- 5.2. Determination of the Bounds for the Minimal Module -- 5.3. Consequences for Maximal Subgroups -- Chapter 6. Unipotent and Semisimple Elements -- 6.1. Actions of Unipotent Elements -- 6.2. Blueprints and Element Orders -- 6.3. Blueprints inside Subgroups of Type ₁ -- 6.4. Traces of Modules for \PGL₂ -- 6.5. The Graph Automorphism of ₄ -- 6.6. Rank-1 Subalgebras of the Lie Algebra -- Chapter 7. Modules for \SL₂ -- 7.1. Modules for \SL₂(2^{ }) -- 7.2. Modules for \SL₂(3^{ }) -- 7.3. Modules for \SL₂( ) -- 7.4. Modules for \SL₂( ^{ }) for ≥5 and &gt -- 1 -- Chapter 8. Some \PSL₂s inside ₆ in Characteristic 3 -- Chapter 9. Proof of the Theorems: Strategy -- Chapter 10. The Proof for ₄ -- 10.1. Characteristic 2 -- 10.2. Characteristic 3 -- 10.3. Characteristic At Least 5 -- Chapter 11. The Proof for ₆ -- 11.1. Characteristic 2 -- 11.2. Characteristic 3 -- 11.3. Characteristic At Least 5 -- Chapter 12. The Proof for ₇ in Characteristic 2 -- Chapter 13. The Proof for ₇ in Odd Characteristic: \PSL₂ Embedding -- 13.1. Characteristic 3 -- 13.2. Characteristic At Least 5 -- Chapter 14. The Proof for ₇ in Odd Characteristic: \SL₂ Embedding -- 14.1. Characteristic 3 -- 14.2. Characteristic At Least 5 -- Appendix A. Actions of Maximal Positive-Dimensional Subgroups on Minimal and Adjoint Modules -- Appendix B. Traces of Small-Order Semisimple Elements -- Bibliography -- Back Cover."We study embeddings of PSL2(pa) into exceptional groups G(pb) for G = F4, E6, 2E6, E7, and p a prime with a, b positive integers. With a few possible exceptions, we prove that any almost simple group with socle PSL2(pa), that is maximal inside an almost simple exceptional group of Lie type F44, E6, 2E6 and E7, is the fixed points under the Frobenius map of a corresponding maximal closed subgroup of type A1 inside the algebraic group. Together with a recent result of Burness and Testerman for p the Coxeter number plus one, this proves that all maximal subgroups with socle PSL2(pa) inside these finite almost simple groups are known, with three possible exceptions (pa = 7, 8, 25 for E7). In the three remaining cases we provide considerable information about a potential maximal subgroup"--Provided by publisher.Memoirs of the American Mathematical Society Lie groupsMaximal subgroupsExceptional Lie algebrasGroup theory and generalizations -- Abstract finite groups -- Simple groups: alternating groups and groups of Lie typemscGroup theory and generalizations -- Linear algebraic groups and related topics -- Exceptional groupsmscLie groups.Maximal subgroups.Exceptional Lie algebras.Group theory and generalizations -- Abstract finite groups -- Simple groups: alternating groups and groups of Lie type.Group theory and generalizations -- Linear algebraic groups and related topics -- Exceptional groups.512/.482512.48220D0620G41mscCraven David A511976MiAaPQMiAaPQMiAaPQ9910957558303321Maximal Textrm {PSL}_2 Subgroups of Exceptional Groups of Lie Type4346576UNINA