04187nam 2200613 450 991048098110332120170822144443.00-8218-9014-X(CKB)3360000000464086(EBL)3114507(SSID)ssj0000888965(PQKBManifestationID)11523062(PQKBTitleCode)TC0000888965(PQKBWorkID)10866572(PQKB)10277464(MiAaPQ)EBC3114507(PPN)195419154(EXLCZ)99336000000046408620150416h20112011 uy 0engur|n|---|||||txtccrThe Goodwillie tower and the EHP sequence /Mark BehrensProvidence, Rhode Island :American Mathematical Society,2011.©20111 online resource (90 p.)Memoirs of the American Mathematical Society,0065-9266 ;Volume 218, Number 1026"July 2012, Volume 218, Number 1026 (fourth of 5 numbers)."0-8218-6902-7 Includes bibliographical references.""Contents""; ""Abstract""; ""Introduction""; ""0.1. Conventions""; ""Chapter 1. Dyer-Lashof operations and the identity functor""; ""1.1. The operadic bar construction""; ""1.2. The cooperadic structure on B()""; ""1.3. Operad structure on *(Id)""; ""1.4. Homology of extended powers""; ""1.5. Dyer-Lashof-like operations""; ""Chapter 2. The Goodwillie tower of the EHP sequence""; ""2.1. Fiber sequences associated to the EHP sequence""; ""2.2. Homological behavior of the fiber sequences""; ""2.3. Transfinite Atiyah-Hirzebruch spectral sequences""""2.4. Transfinite Goodwillie spectral sequence""""Chapter 3. Goodwillie filtration and the P map""; ""3.1. Goodwillie filtration""; ""3.2. The genealogy of unstable elements""; ""3.3. Behavior of the E and P maps in the TAHSS""; ""3.4. Behavior of the E and P maps in the TGSS""; ""3.5. Detection in the TGSS""; ""3.6. Relationship with Whitehead products""; ""Chapter 4. Goodwillie differentials and Hopf invariants""; ""4.1. Hopf invariants and the transfinite EHPSS""; ""4.2. Stable Hopf invariants and metastable homotopy""; ""4.3. Goodwillie d1 differentials and stable Hopf invariants""""4.4. Higher Goodwillie differentials and unstable Hopf invariants""""4.5. Propagating differentials with the P and E maps""; ""4.6. Calculus form of the Whitehead conjecture""; ""4.7. Exotic Goodwillie differentials""; ""Chapter 5. EHPSS differentials""; ""5.1. EHPSS naming conventions""; ""5.2. Using the TGSS to compute the H map""; ""5.3. TEHPSS differentials from TGSS differentials""; ""5.4. A bad differential""; ""Chapter 6. Calculations in the 2-primary Toda range""; ""6.1. AHSS calculations""; ""6.2. Calculation of the GSS for S1""; ""6.3. GSS calculations""""6.4. Calculation of the EHPSS""""6.5. Tables of computations""; ""6.5.1. The AHSS for k(L(1))""; ""6.5.2. The AHSS for k(L(2))""; ""6.5.3. The AHSS for k(L(3))""; ""6.5.4. The EHPSS""; ""6.5.5. The GSS for n+1(S1)""; ""6.5.6. The GSS for n+2(S2)""; ""6.5.7. The GSS for n+3(S3)""; ""6.5.8. The GSS for n+4(S4)""; ""6.5.9. The GSS for n+5(S5)""; ""6.5.10. The GSS for n+6(S6)""; ""Appendix A. Transfinite spectral sequences associated to towers""; ""A.1. The Grothendieck group of ordinals""; ""A.2. Towers""; ""A.3. The transfinite homotopy spectral sequence of a tower""""A.4. Geometric boundary theorem""""Bibliography""Memoirs of the American Mathematical Society ;Volume 218, Number 1026.Homotopy groupsAlgebraic topologySpectral sequences (Mathematics)Electronic books.Homotopy groups.Algebraic topology.Spectral sequences (Mathematics)514/.24Behrens Mark1975-902308MiAaPQMiAaPQMiAaPQBOOK9910480981103321The Goodwillie tower and the EHP sequence2016954UNINA03906nam 2200853 a 450 991077813090332120200520144314.00-8147-8692-80-8147-3992-X1-4294-8607-410.18574/nyu/9780814739921(CKB)1000000000476571(EBL)866168(OCoLC)779828455(SSID)ssj0000240050(PQKBManifestationID)11174145(PQKBTitleCode)TC0000240050(PQKBWorkID)10252186(PQKB)11347862(OCoLC)169954255(MdBmJHUP)muse10739(Au-PeEL)EBL866168(CaPaEBR)ebr10172676(DE-B1597)547769(DE-B1597)9780814739921(MiAaPQ)EBC866168(EXLCZ)99100000000047657120061010d2007 uy 0engurcn|||||||||txtccrRunning for judge[electronic resource] the rising political, financial, and legal stakes of judicial elections /edited by Matthew J. StrebNew York New York University Pressc20071 online resource (267 p.)Description based upon print version of record.0-8147-4097-9 0-8147-4034-0 Includes bibliographical references (p. 219-237) and index.The study of judicial elections / Matthew J. Streb -- First Amendment limits on regulating judicial campaigns / Richard L. Hasen -- The changing tone of judicial elections as a result of white / Rachel P. Caufield -- The dynamics of campaign spending in State Supreme Court elections / Chris W. Bonneau -- Interest group participation in judicial elections / Deborah Goldberg -- Partisan involvement in partisan and nonpartisan trial court elections / Matthew J. Streb -- Judicial Elections in the news / Brian F. Schaffner and Jennifer Segal Diascro -- Voters' responses to high-visibility judicial campaigns / Lawrence Baum and David Klein -- Competition as accountability in State Supreme Court elections / Melinda Gann Hall -- Judicial selection methods and capital punishment in the American states / Paul Brace and Brent D. Boyea -- Judicial reform and the future of judicial elections / Matthew J. Streb and Brian Frederick.Across the country, races for judgeships are becoming more and more politically contested. As a result, several states and cities are now considering judicial election reform. Running for Judge examines the increasingly contentious judicial elections over the last twenty-five years by providing a timely, insightful analysis of judicial elections. The book ties together the current state of the judicial elections literature, and presents new evidence on a wide range of important topics, including: the history of judicial elections; an understanding of the types of judicial elections; electoralJudgesUnited StatesStatesElectionJudge.Running.accessible.analysis.behavior.contributions.elections.empirical.engaging.fields.from.issues.judicial.law.major.political.politics.prominent.scholars.surrounding.with.JudgesStatesElection.347.73/14Streb Matthew J(Matthew Justin),1974-1570244MiAaPQMiAaPQMiAaPQBOOK9910778130903321Running for judge3843735UNINA