MathSciNet Relay Station
MathSciNet bibliographic data
MR2070051 57M27
Dynnikov, I. A. Finitely presented semigroups in knot theory. Oriented case. Geometry, topology, and mathematical physics, 133–144, Amer. Math. Soc. Transl. Ser. 2, 212, Adv. Math. Sci., 55, Amer. Math. Soc., Providence, RI, 2004.
For users without a MathSciNet license , Relay Station allows linking from MR numbers in online mathematical literature directly to electronic journals and original articles. Subscribers receive the added value of full MathSciNet reviews.

Username/Password Subscribers access MathSciNet here

AMS Home Page

American Mathematical Society American Mathematical Society
201 Charles Street
Providence, RI 02904-6248 USA
© Copyright 2017, American Mathematical Society
Privacy Statement
HTTP/1.1 200 OK Date: Fri, 22 Sep 2017 08:50:15 GMT Server: Apache WWW-Authenticate: Basic realm="MathSciNet Authentication" Set-Cookie: SID=3074587ff10495e69bffad7bae9867fd; path=/; expires=Fri, 11-Jul-2031 08:50:15 GMT Content-Language: en Vary: Accept-Encoding,User-Agent Content-Encoding: gzip Keep-Alive: timeout=5, max=65 Connection: Keep-Alive Transfer-Encoding: chunked Content-Type: text/html; charset=UTF-8 5b1 W6T  K]vs dt7h`w̬mIG:|e?u._/!/=s.nps AŇAT\nqgSWU?_U (A_W+vut3,cPP75a FB7əMBP?Yգ_?hd`M7__><*x=S]ԸILjv4y6V  bl6d z0ViL|G{# H fCdpWH4:D"Y8Hm"u JbATik?SB?PL E0"eF0J5g4r63fksS˪GK0optu/j -JϛD/+KL!ZئaȌYw*fzq=L2:w֐#福+ap5ҩɱƸ71V}u `Q7SiP=o+ZCG<<ʹq -s2z 5VOo6>oًL*˖J B7aW!gvsAueL$eԂu!8[7H&,%K+\Tcޘ!kKZMyfWOzZ?NaYvt8V͑Ъׄo/TysN|w8'^d͟',=iYfZo(܅ut a Bf 0