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, o o W doi: 10.1016/S0166-864 1(04)00339-6 0166-8641/2004 Published by Elsevier B.V. Yoshinobu, Y., see Kada, M. Yorke, J.A., see Brin, M. K.-Y. Lee, see M.H., Volovikov, A. Yu., see Goncalves, D.L. TKKsMo.ea.,emd oaThomas, J.-C., see Chataur, D. ,y asStukow, M., Small torsion generating sets for hyperelliptic mapping class groups u,Shimkus, T.A., see Gonzalez, J. SWPsG.hee.e,es M ncSLsMe,h.ce.g, keh r erbacks? e,ol diesPeschke, G. and W. Shen, When does P-localization preserve homotopy pushouts or pull- rh,v iPergher, P.L.Q., see Gongalves, D.L. li, Ott, W., see Brin, M. group Nagasaki, I., The Grothendieck group of spheres with semilinear actions for a compact Lie MMLsKe.ei.ee,-m , Yuand metric spaces .r aMegrelishvili, M. and L. Schréder, Globalization of confluent partial actions on topological , MMBsPa..aet e,l tgHh mGLher-e.uero,rckyeu ,oaLee, K.-Y., M. Mimura and M.H. Woo, Gottlieb groups dof homogeneous ,spaces p mci spst ,laKLFsR e.reea.,iten u lby metric-dependent compactifications enfy, f maKada, M., K. Tomoyasu and Y. Yoshinobu, How many miles to Bw?—Approximating Bw n, Jun, J., (—2, 3, 7)-pretzel knot and Reebless foliation Jordan-Santana, M., see Fenn, R. Jaworowski, J., see Gongalves, D.L. psGSatJTOif-l2pr.ohhoet.n’mna oernonA idm c s spaces group rb.z mwith finite actions of ee s laksrielu osemnsGongalves, D.L., J. Jaworowski, P.L.Q. Pergher and A. Yu. Volovikov, Coincidences for maps iz ,o, n gf ruonuFHgbbRdmwwadtrpyeoy.rhiaaehi ,opeue tntmig ideFAghenhSeieceasorerryleq. drfof rhnnsap,bugoialo dm t nieaooemBrulKFR iaaJavlMLcrc,tbletiy.deaii.nnnlao .b iriit,qr nns uevddo r ooa crtkun i dfldDe Marco, G., On the domain invariance ntheorem nius ia,gi fsaas cc nlcl m n di msiECTa-aJfaDalptah5 .ohSn.n,aey-arpo ado, c sC tEp BMY-nm WOaJm.e anro.it.t mnaa .uivr,Atandno srn.eMtk Bn giaCFdPMI,,, hael:a.afn o o.e e ,t ol odud lo tpml ner hieddsyenrsa cy,g te,gp iTiniifotnn iaosnhrtsfhuuvgn eos memsee nub nbte e err(s Aiv1.2 4nuo05dtl0 ehu4xom) rewww.elsevier.com/locate/topol 293 (20041)4 5 Appiltis catainodn s Topology Applications and Topology ()sociwwawt. scienocneldinier ect.Acvoaiml able ineenccer : (1-3) (1-3) (1-3) (1-3) s (1-3) 277-29 (1-3) 233-23 (1-3) 147-15 (1-3) 261-27 (1-3) 1- (1-3) 119-14 (1-3) 1- (1-3) 241-26 147-155 6618- — 157-175 233-239 it 2 9 5 (1-3) 6618- — (1-3) 277-2(1-3) 191-2(1-3) 8903 - 5 10 5 10 (1-3) 6681 - (1-3) 233-2 0 (114-73(1-)11 1-935-)5 1 4(155119- l -3(1 )17 -73)- 18(1915- 73(2-)17 1-737)-5 2 9(2120- 93(1)-15 2-733-)2 1 7(2516- 13(66)-118 2-- 37—) 5 (68119- -3 ) (911--3)1 18(21 0-53(1)-19 2-130-)8 2 0(514191- -3 ) 9 0 3 2 4 9