Homfly and Blm Ho Polynomials
Abstract
Düğüm teorisinde kolayca tarif edilen fakat hesaplanması oldukça zor olan bazı sayısal sabitler vardır. Bu sayısal sabitler, Homfly ve BLM/HO polinomları gibi cebirsel sabitler kullanılarak hesaplanmıştır. Bununla beraber son yıllarda Jones polinomu başta olmak üzere Homfly ve BLM/HO polinomları nümerik sabitleri hesaplamada oldukça kullanışlı olmuştur. Bu çalışmada diğer polinomlarla birlikte öncelikli olarak Homfly ve BLM/HO polinomları ele alınacak ve bazı düğümler için BLM/HO polinomları hesaplanacaktır.
In knot theory there are easly defining geometric invariants but fairly forcing. Algebraics are those invariants. Those numerical invariants are calculated using algebraic invariants as Homfly and BLM/HO polynomials. However recent Jones and Homfly polynomials become very useful computing numerical invariants as well as BLM/HO polynomial. In this paper it is examined of Homfly and BLM/HO polynomials in some knots considered BLM/HO polynomials.
In knot theory there are easly defining geometric invariants but fairly forcing. Algebraics are those invariants. Those numerical invariants are calculated using algebraic invariants as Homfly and BLM/HO polynomials. However recent Jones and Homfly polynomials become very useful computing numerical invariants as well as BLM/HO polynomial. In this paper it is examined of Homfly and BLM/HO polynomials in some knots considered BLM/HO polynomials.
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Matematik, Mathematics
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