ǂThe ǂAlexander polynomial for closed braids in lens spaces
Abstract
Vpeljemo reducirano Burauovo reprezentacijo za mešano grupo kit na eni niti, ki predstavlja splet v lečastem prostoru in pokažemo kako izračunati Alexandrov polinom spleta neposredno iz mešane kite.
Keywords
Burauova reprezentacija;Alexandrov polinom;splet v lečastem prostoru;mešana kita;mešana grupa kit;Burau representation;Alexander polynomial;links in lens spaces;mixed braids;mixed braid group;
Data
| Language: | English |
|---|---|
| Year of publishing: | 2020 |
| Typology: | 1.01 - Original Scientific Article |
| Organization: | UL PEF - Faculty of Education |
| UDC: | 515.162 |
| COBISS: |
18885209
|
| ISSN: | 0022-4049 |
| Views: | 547 |
| Downloads: | 246 |
| Average score: | 0 (0 votes) |
| Metadata: |
|
Other data
| Secondary language: | Slovenian |
|---|---|
| Secondary title: | Alexandrov polinom sklenjenih kit v lečastih prostorih |
| Secondary abstract: | We present a reduced Burau-like representation for the mixed braid group on one strand representing links in lens spaces and show how to calculate the Alexander polynomial of a link directly from the mixed braid. |
| Secondary keywords: | Burauova reprezentacija;Alexandrov polinom;splet v lečastem prostoru;mešana kita;mešana grupa kit; |
| Type (COBISS): | Article |
| Pages: | ǂart. ǂ106253 (8 str.) |
| Volume: | ǂVol. ǂ224 |
| Issue: | ǂiss. ǂ6 |
| Chronology: | June 2020 |
| ID: | 11797781 |
Recommended works:
ǂThe ǂAlexander polynomial for closed braids in lens spaces
2020,
no subtitle data available
Rack invariants of links in L(p,1)
2019,
no subtitle data available
ǂThe ǂAlexander polynomial of links in lens spaces
2019,
no subtitle data available
Grupe kit in njihove upodobitve
2011,
delo diplomskega seminarja
Alexandrov polinom
2017,
delo diplomskega seminarja