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: |
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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 |
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