The Vasicek model (1977) is one of the earliest stochastic models of the term structure of interest rates. This model, though it has it's shortcomings, has many advantages, such as analytical tractability and mean reversion features, and may be viewed as a short rate model template.Several short...

Interest rate instruments are typically priced by creating a non-arbitrage replicating portfolio in a risk-neutral framework. Bespoke instruments with timing, quanto and other adjustments often present arbitrage opportunities, particularly in complete markets where the difference can be...

In this paper we outline the European interest rate swaption pricing formula from first principles using the Martingale Representation Theorem and the annuity measure. This leads to an expression that allows us to apply the generalized Black-Scholes result. We show that a swaption pricing...

In this paper we illustrate and explain the relationship between interest rates (or forward rates) and discount factors. We present the forward-discount factor relationship, which is popular and widely used in financial markets for yield curve construction, and derive the exact formulae using a...

In electronic rates markets accuracy and low latency are threshold requirements that can be a barrier to market entry as they are essential to survive and compete. In this paper we outline how to achieve high performance by reducing swap pricing and risk calculations into trivial vector and...

The primary aim of this presentation is to introduce my new book "Low Latency Interest Rate Markets" and expose the reader to the theory and practice of interest rate markets. Interest rate markets exist to support government, corporate and project finance, however the financing of large-scale...