Table Of Content

s s e n t c s y y Obtaining graph knots by twisting unknots M. Ait Nouh, D. Matignon and K. Motegi polynomial Dmaenoldvt ea iolifnn vkasr iants T. Kanenobu and R. Nikkuni On iteratdede G roodtu alizatiooftn osp ologiscpaal ces M.M. Kovar TioaclwtsDimfi hooean iteplkhmth oo KAna erl.at eo iwdgoParacompaand the Lindeldf property in countaable roducts inu ccaTanHa.k a and MorNi. AokEi., lh i Movability n-shape sense tofh e in J. Dydak and R. Jimenez ppaocorWf nloeuo rapnrdnrSKaMcYd.see.tnaa s udtmegkftrfnihopoogrfeAtou u u plrn yedh-aeemidgrerhnottn a l saneutddamaOic hMi. to itoon Open problems left in my wake of research NJa.-gl.aCeot7lfhb7 eeoiPtb frJhrr tuN oanhfat-degIiatsoayisnt oar ta ColPl.i ns Contributions Preface KonAo. and KaAw.a uchi HatYt.o ri, Ferreira,G arF.c ia Preface Content Kono A. KawauAc.h i Hattori Y. Guest Editors: S. Garcia Ferreira 2002 Matins ue Topolog 2005 Ja1n uary 146-147, VolumesAppiltis catainodn s Topolog surgeryp manifold y t i l i s ssp aceco ofm plpear xof doru cflto ws magnKeahtliecr AdTa.c hi EdaK . and ConGn.e r Orbit spaces and unions of equivariant absolute neighborhood Antonyan S. Metrizabof spaces and weak base g-functions GZ.aMo. Husek M. Rings of quotients of rings of functions ShaJ.p iroa nd LevRy. The natural mappings /, and k-subspaces of free YK.a madaChatyV.rAk.o and CharaMl.aGm.b ou Connecstuemdos f 4 -manifolds F; Hegenbarth, D. Repovs and F. Spaggiari Holomorphihce lix of propero rder3 on a complex T. Adachi and S. Maeda KbsagokIIolfnune t eordntiTtg KIaeMlnsee.c.ern ,r rh ad aiy gknots h aairOtnh rierer-befrgoualclndoa cvroeh vcreelirdon sgesd braid tao UcYh.i da Once-punctured Klein bottles in knot complements E. Ramirez-Losada and L.G. Valdez-Sanchez Tunneln umber,1- bridggee nusa nd h-genuosf kn kK. Morimoto Enveloping monoidal quandles S. Kamada and Y. Matsumoto AroKfovlefiif-a lrn putkaofNKsutl. afial yomm nna aonmd’isaa ls form tensors topological hyperbolic three-e ots ex groups plane and e-bridg e on hr t m e t r i z a b l l n ta e ion hgarvoiunpgs spaces otiwfhnh efo olrem at3F1u7n dame 289 279 lsCccco2io?pnfolo6c( a raan7Xeclsv )flese ylsex es c253 tive s2p3a9c es Seotidotuots2fffhehnwns2io etedoit7mm s u oi e cenmnt asitvieeos n209 s y n l itFynrpcéeoCohhcisfemohin rlpegdeltahPEede .oreicc lratto a-bOn resolutions of generalized metric spaces imrdlopiienloSuFw. adaa nd MiTz.o kami m syse ansbiloen sael qCcafpotugifoonrooen pduowimnot TAunepcel.optr eaoHmsasgsc.i b i ttlcanakeA eln - assUlsSTaCpzy..on atc ddciaSequential oouMrnAdd eerr ectr seé geDowA. uviic groups otOWfhna e l dhausen nniill s PraSs.s idias nd JuaDn. -Pineda Cohomooflt hoemg oduslpia ocfeS O(n)-inswtitaihnn tsotnasn ton TezuMk.a and KonAo. KaYm. iyama, Z/b and Z/a x (Z/b x Qazi) Spherical space forms—Homotopy types and self-equivaleGGaMDo..onLn ld.ga sailDacpnvron-sovedskApes Apirer. ah rVicat.meager nftHtohehrec e holreerm’s ideal n eigges es KadMa. and BaTr.t oszynski l 'skii cohpmooofpcmt wOaahorencedgr ti eanna leiotyu s J. van Mill Cooendopmefoitrb sfhmo eprdeheduneedcs ritie nosg s SaeOk.i and LucasL .A. psSopeialNnceGaVTtoce..un twsgtdii uk-spacoersd ered topoalnodg ical Bitopologicae osrvnea - LawsJo.nD. and KopR.p erman maximasppparcoexsi mations fSaiennldie tcet-idoiinnms e nsional al GuVt.e v audndiiftoirvmitlyy ffctouohrnn ectotirineounmos u s An PelJa.n t and DikDr.a njan BerAa.r ducci, continua, nc without r e e s b m f nu or t with convergent he g r 1 ou p s Z / a x k a y r z d c V. Boltyanski convergencep oionft wise TodSo.r éevainéd TamK.a no Genemertarliicz ed J. Cao Onpr odoufkc -tssp aces TanY.a ka Polyhdeominatitnegl y KotDo.d ziej Coaff uo nmcptuitoanb ility p i ro fin YTaMYsa..nus jdui gi i p e r t y with i n vAi1nuo4dtl6ehu-xom1 re4 s7 es mant a re jumps. n e d f f k di e y r p nel to Effective s o m o o f h totAoi opology pphptelioimrciyaz taitoif n set-value ypes uniformity no d t n m a and p s limiting recursion s tsoppaocleosg yjsa4pm-aoscnpegasc eantwCrohhoeteis cmhi c wfiutnhc tion