Three-point volatility smile classification: Evidence from the Warsow Stock Exchange during volatile summer 2011

Juan J. García-Machado , Jarosław Rybczyński
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引用次数: 1

Abstract

This paper studies the behavior of the smile in the Warsaw Stock Exchange (WSE) during the volatile summer of 2011.We investigate the volatility smile derived from liquid call and put options on the Polish WIG20 index which option series expired on September 2011. In this period, the polish index has dropped about 20% in two weeks time. By linear interpolation, implied volatilities for moneyness points needed were calculated, then we construct 355 smile curves for calls and puts options to study and make some kind of smile-types classification. We propose seventeen types-smiles which represent all possible cases of three points (three moneynesses) graphical patterns. This classification is made basing upon relationship higher/equal/lower values of implied volatility for each of three points. Furthermore, we distinguish the convexity of pattern. We can note that smiles, smirks and ups are convex in shape, while reversed ones and downs are concave functions.

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三点波动微笑分类:来自华沙证券交易所2011年夏季波动的证据
本文研究了2011年波动的夏季华沙证券交易所(WSE)的微笑行为。本文研究了波兰WIG20指数期权系列于2011年9月到期的看涨期权和看跌期权的波动率微笑。在此期间,波兰指数在两周内下跌了约20%。通过线性插值,计算出所需货币点的隐含波动率,然后构造了355条看涨期权和看跌期权的微笑曲线,研究并进行了某种微笑类型的分类。我们提出了17种类型的微笑,它们代表了三点(三种货币)图形模式的所有可能情况。这种分类是根据三个点的隐含波动率的较高/相等/较低值的关系进行的。进一步,我们区分了模式的凸性。我们可以注意到,微笑、假笑和上升的形状是凸函数,而颠倒的和下降的形状是凹函数。
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