On the uniform convergence of Cox-Ross-Rubinstein Formulas to the Black-Scholes formula / Jednostajna zbieżność formuł Coxa-Rossa-Rubinsteina do formuły Blacka-Scholesa
Journal Title: Bulletin de la Société des sciences et des lettres de Łódź, Série: Recherches sur les déformations - Year 2016, Vol 0, Issue 3
Abstract
We prove that the convergence of calibrated Cox-Ross-Rubinstein option price formulas to the Black-Scholes formula is uniform with respect to initial stock price s0 2 (∈; ∞)
Authors and Affiliations
Anna Chojnowska-Michalik, Emilia Fraszka-Sobczyk
Simple systems and closure operators / Proste układy i operatory domykania
The connections between generalized derived-set operators and abstracted Thomson’s local systems are explored.
Classes of convex polyhedra closed under Minkowski addition / Klasy wielościanów wypukłych zamknięte ze względu na dodawanie Minkowskiego
In this paper we study classes of convex polyhedra with normal vectors belonging to a given finite set G of vectors. Since a Minkowski sum A+B of two polyhedra may have normal vectors which are normal to no face of A or...
Binary and ternary structures in physics II. Binary and ternary structures in elementary particle physics vs. those in the physics of condensed matter / Struktury binarne i ternarne fizyki cząstek elementarnych a fizyka fazy skondensowanej
We recall the common understanding on the history of the universe and give the de- scriptions of quarks by Turing machine. Then we proceed to the basic problems by use of Turing machine. Finally, we discuss the quark con...
The jump of Milnor number for linear deformations of homogeneous singularities / Skok liczby Milnora liniowych deformacji jednorodnych osobliwości krzywych
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Dual-Phase-Lag heat equation modelling of the nanoelectronic structures coefficient estimation temperatures / Modelowanie rozkładu temperatury w strukturach nanoelektronicznych przy użyciu modelu Dual-Phase-Lag
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