The Fibonacci Murders - Paperback

The Fibonacci Murders - Mathematical Crime Thriller

"I start with zero. Nobody dies today."

The strange note delivered to Howard County, Maryland Detective Lieutenant Rick Peller proves to be a warning shot. Soon Peller and his protégés Detective Sergeants Corina Montufar and Eric Dumas are pursuing a cunning killer basing murders on the Fibonacci series, a mathematical sequence in which each number is the sum of the preceding two. And the only thing Peller knows for sure is that the series never ends.

A Serial Killer with a Mathematical Pattern

As the murderer switches up methods, locations, and even the meanings of the numbers, questions multiply. Are the murders random, or do they have a purpose? Why is the Pentagon eager to keep a lid on the investigation? Does the killer know Peller? Can the detectives stop him before he commits his final, terrible crime?

First in the Howard County Mystery Series

A thrilling, fast-paced crime drama, The Fibonacci Murders is the first novel in Dale E. Lehman's Howard County Mystery series. This police procedural combines forensic investigation with mathematical intrigue, delivering a unique detective story that keeps readers engaged from the first cryptic note to the final confrontation.

What Readers Can Expect

This detective novel features a complex serial killer case that challenges traditional investigative methods. The mathematical thriller elements add depth to the procedural format, while the Maryland setting provides authentic regional detail. Detective Lieutenant Rick Peller leads a team through an investigation that becomes increasingly complex as the Fibonacci pattern unfolds.