6 research outputs found
Cohomogeneity one manifolds and selfmaps of nontrivial degree
- Author
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/01/2007
- Field of study
We construct natural selfmaps of compact cohomgeneity one manifolds with
finite Weyl group and compute their degrees and Lefschetz numbers. On manifolds
with simple cohomology rings this yields in certain cases relations between the
order of the Weyl group and the Euler characteristic of a principal orbit. We
apply our construction to the compact Lie group SU(3) where we extend identity
and transposition to an infinite family of selfmaps of every odd degree. The
compositions of these selfmaps with the power maps realize all possible degrees
of selfmaps of SU(3).Comment: v2, v3: minor improvement
Regularity of Cauchy horizons in S2xS1 Gowdy spacetimes
- Author
- Andersson L
- Ansorg M
- Bardeen J M deWitt C deWitt B
- Beyer F
- Carter B deWitt C deWitt B
- Chruściel P T
- Chruściel P T
- Clarke C J S
- Fischer A E
- Griffiths J B
- Hawking S W
- Helliwell T M
- Jörg Hennig
- Kichenassamy S
- Marcus Ansorg
- Neugebauer G
- Neugebauer G
- Neugebauer G Hall G S Pulham J R
- Neumann W D Mostert P S
- Ringström H
- Stephani H
- StĂĄhl F
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2010
- Field of study
We study general S2xS1 Gowdy models with a regular past Cauchy horizon and
prove that a second (future) Cauchy horizon exists, provided that a particular
conserved quantity J is not zero. We derive an explicit expression for the
metric form on the future Cauchy horizon in terms of the initial data on the
past horizon and conclude the universal relation A\p A\f=(8\pi J)^2 where
A\p and A\f are the areas of past and future Cauchy horizon respectively.Comment: 17 pages, 1 figur
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- Z. Stavri
- Publication venue
- 'Emerald'
- Publication date
- 01/01/2012
- Field of study
Tracking conservation effectiveness in the Vhembe Biosphere Reserve in South Africa using Landsat imagery
- Author
- A Ahmad
- A Biswal
- A Ekblom
- A Jacobson
- A Maroyi
- A Tilahun
- AA Shawul
- AE Van Wyk
- AK Skidmore
- AM Swemmer
- AR Götze
- AV Parsa
- B DeVries
- B Gu
- B Olah
- C Corinna
- C Giri
- C Kim
- C Ofoegbu
- C Ofoegbu
- C Van Cuong
- CP Kala
- D Guo
- E Yirsaw
- ERM Archer
- F Amposah-dacosta
- FH Neumann
- GA Sánchez-Azofeifa
- J Barkmann
- J Cohen
- J Gambo
- J Mzezewa
- J Xu
- JJ Von Thaden
- JL Navarrete
- JW Mostert
- K Dutta
- K Jia
- KL Coetzer
- KL Coetzer
- KL Coetzer
- KL Coetzer-Hanack
- KM Yee
- KO Hackman
- KRL Saranya
- KV Satish
- L Cai
- L Luvuno
- L Manzo-Delgado
- L Mucina
- L Nel
- LG Houessou
- M Bakali
- M Batisse
- M BĂ©liveau
- M Sahana
- M Sharma
- M Story
- M Vittek
- MA Ortega-Huerta
- MF Price
- MI De la Rosa-Velázquez
- N Clerici
- N Ishwaran
- N Stevens
- N Stevens
- NT Son
- P TaĂŻta
- PB Bridgewater
- PK Kenabatho
- PT Noi
- R Flores-Casas
- RD Buhrmann
- RR Chowdhury
- S Freire
- S Hoffmann
- S Mpandeli
- S Scheiter
- S Shackleton
- SW Evans
- T Gashaw
- UNESCO
- VF Rodriguez-Galiano
- W Li
- X Yang
- Y Konko
- Y Qian
- Y Xie
- YEC Smith
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- Field of study
A survey of photogeochemistry
- Author
- A Bach
- A Baeyer von
- A Braun
- A Castellan
- A Ciani
- A Dahm
- A Gankanda
- A Hagfeldt
- A Job
- A Jugold
- A Kay
- A Kudo
- A Lozano
- A Milis
- A Mills
- A Mills
- A Noorjahan
- A Schonberg
- A Schonberg
- A Sclafani
- A Stubbins
- AA Bloom
- AA Ismail
- AA Krasnovsky
- AB Mostert
- AH Lu
- AH Reine
- AL Andrady
- AM Austin
- AM Grannas
- AM McNally
- AM Sarmiento
- AM Shiller
- AR McLeod
- AR Rajvansi
- AT Austin
- AV Emeline
- AV Emeline
- AV Vahatalo
- AV Vahatalo
- B Bems
- B Foereid
- B Kraeutler
- B Moore
- B Moore
- B Ohtani
- B Ohtani
- B Pal
- BC Faust
- BC Faust
- BC Faust
- BK Singh
- BM Voelker
- BR Eggins
- C Coelho
- C Dill
- C George
- C George
- C Han
- C Hu
- C Kormann
- C Minero
- C Minero
- C Siffert
- CAE Hauser
- CC Palit
- CD Georgiou
- CD SimĂŁo
- CE Nanayakkara
- CE ZoBell
- CF Lien
- CG Silva
- CH Gammons
- CH Krauch
- CI Czimczik
- CJ Miles
- CK Wat
- CM Eggleston
- CM Preston
- CM Sharpless
- CM Tate
- CP Ward
- CS Foote
- CT Bridgen
- D Berthelot
- D Borghesi
- D Bruhn
- D Bruhn
- D Bruhn
- D Grosjean
- D Grosjean
- D Pierotti
- D Vione
- D Vione
- DA Francko
- DA Francko
- DA Francko
- DAS Finden
- DI Pattison
- DI Reeser
- DJ Bertino
- DJ Kieber
- DJ Wuebbles
- DM Robinson
- DM Sherman
- DMB Lesko
- E Appiani
- E Baur
- E Dallin
- E Haggiage
- ECC Baly
- ERM Druffel
- F Chiron
- F Jiao
- F Khan
- F Sastre
- FE Osterloh
- FL Usher
- G Ciamician
- G Gellerstedt
- G Gellerstedt
- G McKay
- G Quinkert
- G Rubasinghege
- G Rubasinghege
- G Wang
- G Wang
- G Witz
- GC Whipple
- GG Rao
- GG Rao
- GG Rao
- GN Schrauzer
- GN Schrauzer
- GN Schrauzer
- GO Phillips
- GO Schenk
- GR Harvey
- GS Egerton
- GS Egerton
- GV Buxton
- GW Schade
- H Aarnos
- H Harada
- H Insam
- H Kisch
- H Lee
- H Lee
- H Miyama
- H Miyoshi
- H Mozzanega
- H Piazena
- H Trommsdorff
- H Wise
- H Wollaston
- H Yamashita
- H Yoshida
- H Zhang
- HA Al-abadleh
- HD Gibbs
- HF Bienfait
- HM Chen
- HN Schiebel
- HY Fu
- I Kim
- I Lehnherr
- I Vigano
- IJ George
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- JA Macia-Agullo
- JD Jeremiason
- JD Kim
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- JD Lalonde
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- JF Reber
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- JH Seinfield
- JJ Berzelius
- JK Leland
- JK Thomas
- JM Bruce
- JP McCormick
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- JR Helms
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- K Gohre
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- K Tanaka
- K Tennakone
- K Tennakone
- K Tennakone
- K Vinodgopal
- KF Li
- KJ Fritzsche
- KL Bushaw
- KL Denman
- KM Sancier
- KW Oum
- L Deguillaume
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- L Pasteur
- LA Brandt
- LH Zhang
- LJ Spokes
- LJ Spokes
- LM Mayer
- M Amyot
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- M Che
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- M Hara
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- M Ndour
- M Schiavello
- M Schoell
- M Tahir
- M Zoppi
- MA Moran
- MA Tarr
- MA Tarr
- MAA Schoonen
- MAA Schoonen
- MC Goldberg
- ME Balmer
- ME Gallo
- ME Monge
- MG Evans
- MG Neumann
- MH Cardew
- MI Guzman
- MM Khader
- MP Fasnacht
- MR Berenbaum
- MWI Schmidt
- N Bhandari
- N Paillous
- N Serpone
- NA Khan
- NA Weir
- NJ O’Driscoll
- NK Richards-Henderson
- NN Lichtin
- NR Dhar
- NR Dhar
- NR Dhar
- NR Dhar
- NR Dhar
- NR Dhar
- NS Chaudhari
- NS Hon
- O Linnik
- O Rusina
- OA Ileperuma
- P Ausloos
- P Boule
- P Ciesla
- P Hari
- P Mytych
- P Natarajan
- P Porcal
- P Porcal
- P Schmitt-Kopplin
- P Warneck
- PA Jacobs
- PA Leermakers
- PE McGovern
- PG Falkowski
- PJ Hernes
- PJ Milne
- PK Misztal
- PL Yue
- PS Braterman
- PS Nico
- R Abe
- R Atkinson
- R Conrad
- R Matsushima
- R Niessen
- R Vecchio Del
- RA Larson
- RA Larson
- RA Larson
- RA Lundeen
- RE Rebbert
- RG Wetzel
- RG Zepp
- RG Zepp
- RG Zepp
- RG Zepp
- RI Bickley
- RJ Kieber
- RJ Kieber
- RJ O’Brien
- RL Cook
- RL Valentine
- RM Baxter
- RS Davidson
- RT Shuey
- RW Matthews
- S Canonica
- S Chatterjee
- S Everts
- S Jeff
- S Madronich
- S Rossignol
- S Rutledge
- S Yamamura
- S Yanagida
- SA Styler
- SA Timko
- SC Roy
- SD Siciliano
- SE Braslavsky
- SK Gupta
- SK Parida
- SM Hein
- SM Kuznichi
- SM Xu
- SN Frank
- SN Habisretinger
- SO Pehkonen
- T Bartels-Rausch
- T Bartels-Rausch
- T Brinkmann
- T Katagi
- T Katagi
- T Ohmori
- T Sakata
- TD Waite
- TD Waite
- TD Waite
- TE Thomas-Smith
- TF Yeh
- Timothy A. Doane
- V Balzani
- VR Herbert
- VR Reddy
- VV Nikandrov
- VV Nikandrov
- W Cole
- W Ding
- W Feng
- W Ketir
- W Stumm
- WA Korfmacher
- WG Sunda
- WH Wang
- WJ Cooper
- WJ O’Brien
- WL Miller
- WM Draper
- WR McLean
- WT Fraser
- WY Choi
- XL Liang
- XR Zhu
- Y Bedjanian
- Y Haas
- Y Ito
- Y Matsumoto
- Y Xu
- Y Zhang
- YY Liu
- ZK Borowska
- ZZ Lou
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- Field of study
Topological Features of Topological Groups
- Author
- A Bouziad
- A Haar
- A Saryev
- A Weil
- A. Hajnal
- A. Stieglitz
- A.C. Chigogidze
- A.G. Piskunov
- A.M. Gleason
- A.M. Macbeath
- A.M. Macbeath
- AA Yur’eva
- AC Kechris
- AD Alexandrov
- AD Wallace
- AG Leiderman
- AG Piskunov
- AH Tonvita
- AR Pears
- AS Esenin-Vol’pin
- AV Arhangel’skii
- AV Arhangel’skii
- AV Korovin
- B. Banaschewski
- B.E. apirovskii
- BA Efimov
- BA Pasynkov
- BA Pasynkov
- BJ Pettis
- C Bessaga
- C Chabauty
- C Hernández
- C Joiner
- Cardinal invariants of topological groups. Embeddings and condensations
- Classes of topological groups
- Classes of topological groups Russian original in
- Compact quotient spaces of topological groups and Haydon spectra Math
- Compact-like totally dense subgroups of compact groups
- CR Borges
- D Dantzig
- D Dikranjan
- D Mamford
- D Remus
- D Remus
- D Robbie
- D. Montgomery
- D.B. Shakhmatov
- D.B. Shakhmatov
- D.L. Grant
- D.N. Dikranjan
- DA Raikov
- DB Shakhmatov
- DB Shakhmatov
- DB Shakhmatov
- DB Shakhmatov
- DB Shakhmatov
- DJ Robinson
- DS Pavlovskii
- E Cartan
- E Hewitt
- E Hewitt
- E Katz
- E Katz
- E Michael
- E Pol
- EA Reznichenko
- EC Nummela
- EG Sklyarenko
- EK Dowen
- ER Kampen
- ET Ordman
- Every topological group is a quotient group of a zero-dimensional topological group
- F Siwiec
- F. Peter
- FJ Trigos-Arrieta
- Free abelian topological groups and the Pontryagin—van Kampen duality
- Free abelian topological groups on spheres
- Free Banach spaces and representations of topological groups
- Free compact groups IV
- Free compact groups IV
- Free subgroups of free Abelian topological groups
- Free topological abelian groups and the Pontryagin duality
- Free topological groups and direct product of topological groups
- Free topological groups of metrizable spaces
- G Birkhoff
- G Itzkowitz
- G. Willis
- GI Katz
- GR Amirdzhanov
- Groups with only resolvable group topologies
- H Buchwalter
- H Hausdorff
- H Pfister
- H Yamabe
- H. Freudenthal
- HB Thompson
- HJ Junnila
- Hofmann
- HR Ebrahimi-Vishki
- Hvm
- I Pourezza
- I.M. Gel’fand
- I.V. Protasov
- I.V. Protasov
- I.V. Protasov
- I.V. Protasov
- I.V. Protasov
- I.V. Protasov
- I.V. Protasov
- I.V. Protasov
- I.V. Protasov
- I.V. Protasov
- IM Ursul
- Irreducible unitary representations of locally bicompact groups
- IV Protasov
- IV Protasov
- IV Protasov
- IV Protasov
- J Baars
- J Dieudonné
- J Flachsmayer
- J Flood
- J Galindo
- J Gerlitz
- J Kulesza
- J Mack
- J Mill
- J Neumann
- J Novak
- J Pelant
- J Schochetman
- J. Cleary
- J. Ginsburg
- J.M. Kister
- J.P. Hardy
- JA Burov
- JF Adams
- JL Covington
- JP Christensen
- JP Serre
- K Bicknell
- K Bicknell
- K Hart
- K Iwasawa
- K Iwasawa
- K Mahler
- K Numakura
- K. Yamada
- K. Yosida
- Kak
- KH Hofmann
- Komarov
- L Sully
- L. Nachbin
- L.S. Pontryagin
- LG Brown
- LG Brown
- LG Zambahidze
- LM Villegas-Silva
- LN Ivanovskii
- Locally bicompact Abelian groups and their character groups
- LV Keldysh
- M Husek
- M.G. Tkacenko
- MA Maurice
- Mappings and embeddings of dyadic bicompacta
- Metrizability of subgroups of free topological groups
- MG Megrelishvili
- MG Tkacenko
- MG Tkacenko
- MG Tkacenko
- MG Tkacenko
- MG Tkacenko
- MG Tkacenko
- MG Tkacenko
- MG Tkacenko
- MG Tkacenko
- MG Tkacenko
- MG Tkacenko
- MG Tkacenko
- MH Stone
- MI Kargapolov
- N Brand
- N Noble
- Neighbourhoods of unity in free topological groups
- NY Vilenkin
- O Hagler
- O Schreier
- On free topological groups with the inductive limit topologies
- On stable metrics on universal algebras
- On the group of isometries of the Urysohn universal metric space
- On the Souslin number of subgroups of products of countable groups
- On the topology of free locally convex space
- On the uniqueness of Haar’s measure
- On unconditionally closed sets and a conjecture of
- OV Sipacheva
- OV Sipacheva
- P Roy
- P Urysohn
- P. Koosis
- P. Nyikos
- P.M. Gartside
- PR Halmos
- Prodanov
- Products of minimal Abelian groups
- Protasov
- PS Mostert
- Pseudocompact and countably compact Abelian groups
- R Arens
- R Baer
- R Ellis
- R Haydon
- R Jacoby
- Relations among the invariants of topological groups and their subspaces
- Relations among the invariants of topological groups and their subspaces Russian original in
- Remarkess A
- RM Dudley
- RM Stephenson
- S Dierolf
- S Hartman
- S Hartman
- S Hernandez
- S Hernandez
- S Kakutani
- SA Morris
- SA Morris
- SA Morris
- SA Morris
- SE Wang
- SP Gul’ko
- Structure of locally compact groups and the fifth problem of Hilbert
- Subgroups of the free topological group on [0 1
- T Nakayama
- T Nogura
- T Przymusinski
- T. Kimura
- T. Yamanoshita
- TH Fay
- The category of
- The coincidence of the dimensions
- The uniqueness of Haar’s measure
- Theory I
- Topol
- Topological groups and Dugundji compacta
- Topological homogeneity Russian original in
- Topological homogeneity topological groups and their continuous images
- Topological structure of subsets of topological groups and their quotient spaces
- Topology and forcing
- Universal arrows to forgetful functors from categories of topological algebra
- V Kuz’minov
- V.V. Tkachuk
- V.V. Tkachuk
- VG Pestov
- VG Pestov
- VI Malykhin
- VI Malykhin
- VK Bel’nov
- VV Tkachuk
- VV Uspenskii
- W Roelcke
- W. Zelazko
- W.W. Comfort
- WW Comfort
- WW Comfort
- WW Comfort
- WW Comfort
- WW Comfort
- WW Comfort
- WW Comfort
- WW Comfort
- Zero-dimensionality of some pseudocompact groups
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/01/2001
- Field of study