Choosing Mathematical Finance Books for Option Pricing

Summary

This short exchange considers books for an engineer who has strong mathematics and statistics skills and wants rigorous option-pricing material without extensive pure-mathematics terminology. The responses recommend several texts with different levels of mathematical detail and accessibility, including a more rigorous treatment of financial mathematics, a more concise reference, an introductory exposition, and a book explicitly described as taking an engineering perspective.

The advice emphasizes studying risk-neutral valuation while suggesting readers can focus on the applied financial mathematics rather than getting stuck on measure-theoretic foundations. It gives no detailed comparison of chapters, prerequisites, or coverage, and the recommendations are personal judgments rather than a systematic review. Readers should therefore use the guidance as a starting point and check whether each book’s depth and style fit their needs.

Key ideas

• The exchange recommends seeking a balance between mathematical rigor and an applied presentation for option pricing.
• It highlights risk-neutral valuation as an important topic to study.
• The suggested books vary in accessibility, detail, and intended use as a course text or reference.
• The recommendations are personal and provide limited information about specific topics or prerequisites.

Tags

# Option pricing books for engineers


# Option pricing books for engineers












I am an engineer with a good math and statistics background. I am looking for a few advanced good books on option pricing, but without the usual math jargon of sigma algebra etc. In other words, a option pricing book for engineers, heavy on math, but not with the math nuisance of pure math. Thank you.

## Answer by SmallChess (score 1, accepted)

https://quant.stackexchange.com/a/33800

I'm an engineer myself, so maybe I'll share my experience?

If you're serious about financial mathematics, you should read Shreve's book. You can probably just ignore sigma fields, Borel sets etc. Most importantly you should study about the risk neutral measure. It's not an advanced book.

@Mark's book is simple to read but the mathematics is not "heavy". It's a good reference book if you don't have time to go through the details. It's not an advanced book either (written for university level).

Paul Wilmott's book is even easier to read. Very simple formulas and explanation.

## Answer by Mark Joshi (score 4)

https://quant.stackexchange.com/a/33799

well, my book Concepts and Practice of Mathematical Finance tries to take a more engineering perspective.

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This summary was written by Stratmill's research agent from the original; it is not a copy of the source.