Long Strangle Strategy Using Barrier Options and its Application in Hedging Against a Price Increase
Abstract This paper presents hedging analysis against an underlying price increase by using Long Strangle strategy formed with vanilla and barrier options. More specifically, up and knock-in call option and standard barrier put options are used. The main theoretical contribution is to specify profit functions for this strategy followed by derivation of cost functions for secured position. The strategy is applied to real option data for SPDR Gold Shares (GLD). The costs of options in strategy to form secured position are investigated for different values of barriers with fixed strike prices. Furthermore, the mutual effect of variation in requested costs or call/put option strike price or call option barrier is analysed.
Hedging Against a Price Drop Using the Inverse Vertical Ratio Put Spread Strategy Formed by Barrier Options
This paper investigates hedging of a portfolio consisting of a risky underlying asset using the Inverse Vertical Ratio Put Spread (further IVRPS) strategy formed by single barrier options (category exotic options; subcategory path-dependent options) to study the difference between hedging using barrier and vanilla options. This strategy is useful for hedging against a price drop assuming the given underlying asset will be sold in the future. Barrier options were created to provide risk managers with cheaper means to hedge their exposures without paying for the price changes they believed unlikely to occur. They are options with second strike price, called barrier or trigger. Crossing of the barrier (in the form of frontier underlying asset price) during the life of an option implies activation or deactivation of particular barrier option. In general, they are more flexible and cheaper in comparison to plain vanilla options. In our analysis we use an interesting approach based on finding of the income functions from secured position in analytical form, which can simplify hedging process. These theoretical results are robust to different underlying assets and are useful for financial and also non-financial institutions. Many authors use this approach of analyzing for example Amaitiek, Balint and Resovsky (2010), Soltes M. (2010), Soltes V. (2001), Soltes V. and Amaitiek (2010a), Soltes V. and Amaitiek (2010b). A key difference between the previous studies is that in this paper we are concentrated on barrier options. Furthermore, we focus on the application to SPDR Gold Shares (GLD). SPDR Gold Shares offer investors an innovative, relatively cost efficient and secure way to access the gold market without being necessary to take care of delivery and safekeeping. GLD are an appropriate tool for those who want " to play" in the gold market, not for those who want to buy real gold. It is possible to use them for hedging, forming of option strategies etc. For these reasons they are very popular and SPDR Gold Trust is currently one of the largest holder of the gold in the world. We use vanilla and barrier option on these shares in our analysis. Due to the lack of real-traded barrier option data we calculate the barrier option premiums using an analytical model of Haug, who applied the Black-Scholes-Merton formula for all kinds of barrier options. We realize all calculations in the statistical program R because of simplification. The comparative comparison of proposed variants has shown the best results. We also find the best variants for the investor who speculates, and at the same time hedges against a slight or significant price drop. Our study confirms that this strategy formation using barrier options gives end-users greater flexibility to express a precise view. The results show that IVRPS strategy formation using barrier options is better than this option strategy formation using vanilla option in specific future price situations, but not in every practical situation. DOI: http://dx.doi.org/10.5755/j01.ee.24.1.3505
Vzťah speed certifikátov a inverznej vertical ratio call back spread opčnej stratégie
Financial derivatives were introduced in 1981 when the European Option Exchange in Amster- 
dam was introduced. Despite some opinions that say that financial derivatives cause deformations 
in prices at financial markets, volume of sales of financial derivatives are annually rising. Financial 
derivatives brought with themselves large opportunities for position creating. They can be used 
not only for trading, but for hedging and arbitrage as well. Nowadays, financial derivatives, namely 
options, are used to provide new banking products of treasury management. Yields of treasury in- 
struments are in certain way derived from the yields gained from other regular financial instruments 
on financial market. 
Banks use option strategies to create financial positions that are divided into smaller parts and, 
consecutively, sold to clients of banks as new products. Especially, option strategies are used to 
emit investments certificates. Situation on financial markets forces banks to create new products 
that bring higher potential profits at lower level of risk. The investments certificates are one of 
favourite instruments used. 
The paper deals with option strategy and its usage in creating the treasury products in banks. 
We focus on Inverse Vertical Ratio Call Back Spread strategy as the one, which can be used for 
specific investment certificates creation. The aim of the paper is to find the way of creation of Spe- 
ed certificates, so called Sprint certificates, Double Chance certificates or Double-up certificates. 
We analyze this type of certificates, derive the profit function in analytical form and we propose the 
way of its creation through Inverse Vertical Ratio Call Back Spread option strategy.