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In finance, a perpetual futures contract, also known as a perpetual swap, is an agreement to non-optionally buy or sell an asset at an unspecified point in the future. . Perpetual futures are cash-settled, and differ from regular futures in that they lack a pre-specified delivery date, and can thus be held indefinitely without the need to roll over contracts as they approach expi
Spot–future parity (or spot-futures parity) is a parity condition whereby, if an asset can be purchased today and held until the exercise of a futures contract, the value of the future should equal the current spot price adjusted for the cost of money, dividends, "convenience yield" and any carrying costs (such as storage).
Markets are said to be normal when futures prices are above the current spot price and far-dated futures are priced above near-dated futures. The reverse, where the price of a commodity for future delivery is lower than the expected spot price is known as backwardation. Similarly, markets are said to be inverted when futures prices are below ...
In finance, a spot contract, spot transaction, or simply spot, is a contract of buying or selling a commodity, security or currency for immediate settlement (payment and delivery) on the spot date, which is normally two business days after the trade date. The settlement price (or rate) is called spot price (or spot rate).
S&P Futures trade with a multiplier, sized to correspond to $250 per point per contract. If the S&P Futures are trading at 2,000, a single futures contract would have a market value of $500,000. For every 1 point the S&P 500 Index fluctuates, the S&P Futures contract will increase or decrease $250.
Spot price – the price of the asset at the time of the trade. Forward price – the price of the asset for delivery at a future time. Notional – the amount of each currency that the option allows the investor to sell or buy. Ratio of notionals – the strike, not the current spot or forward. Numéraire – the currency in which an asset is ...
There is a difference between forward and futures prices when interest rates are stochastic. This difference disappears when interest rates are deterministic. In the language of stochastic processes, the forward price is a martingale under the forward measure, whereas the futures price is a martingale under the risk-neutral measure. The forward ...
where F is the current (time t) cost of establishing a futures contract, S is the current price (spot price) of the underlying stock, r is the annualized risk-free interest rate, t is the present time, T is the time when the contract expires and PV(Div) is the Present value of any dividends generated by the underlying stock between t and T.