Investment Product Definition & Examples

Capital understanding and income distribution are two standard classifications for investment products. Some investment products are purchased by a trader primarily for their potential to increase or appreciate in value over time given specified development factors. Other investment products may have yet another income paying component. Fixed-income investments such as bonds and commingled bond funds offer investors the chance to purchase a secured asset that may increase in value while also paying out fixed interest payments or capital distributions. Other income paying investment products include dividend-paying equities, real estate investment trusts, and master limited partnerships. Modern portfolio theory suggests that an investor to have a diversified portfolio of investments including a number of investment products to acquire an optimal risk-return reward for his or her investments.

What I didn’t like about the book is, in my opinion, over-use of examples, and a dearth of theoretical exercises. Most of a good example introduces the material, which is okay. However, some basic things are remaining at that, and no general theory is shown soon after. It is assumed that you will be able to extrapolate that example to other situations.

Because of the I think it’s important to sort out and understand every example, otherwise you will miss a good chunk of what the authors were looking to get across. Also, most of the exercises are numerical, and simply slight modifications of the examples. There are a few theoretical exercises, but I would have liked to see more.

The good news is that there are answers with comprehensive explanations to all the exercises at the end of the publication, so it is simple to check your amounts if needed. The one section I didn’t enjoy reading was on continuous-time models. Overall my impression of this book is very positive, and I’m happy that I have worked well through it, and would recommend it to any newcomer to the field.

After scanning this, one could go on to read Shreve, the first volume of which should seem like a review after this book. I purchased this book immediately after it came out in 2004. This book is fairly readable and provides understandable introductions and meanings to such principles as short selling. These authors build up to probabilistic concepts that eventually find expression in the Black-Sholes equation–which evidently helped glean because of its inventors the 1997 Nobel Prize in economics.

  • You will impact a lot more people than you realize
  • 12 months ago from Olympia, WA
  • 5 largest in japan
  • IShares Silver, symbol SLV
  • Market level risk
  • The first and primary step is to append the lacking information
  • Breadth (not claimed as business breadth on addition form)

Actually, I lost a lot of my desire for this book immediately after I noticed that it offered no understanding about how to assess the chance of specific securities. This book shows you how to assess the risk of a portfolio, but only when you know the risk of every security in that profile already. I gather that nagging problem sunk the overall world economy in 2008! The mathematical level of this book corresponds to that of an undergraduate who has had a course in probability as well as differential, integral, and multivariable calculus–including a passing acquaintance with differential equations.

Certainly any junior-level mathematics, physical sciences, or anatomist major could have the mathematics appropriate for this program background. It is also likely a higher school student who had aced a year-long calculus course, and a math methods course that included probability as a topic, would be able to understand this book.