The Bishop Murder Case

An arrow through the heart. A victim called C**k Robin. Someone has turned a familiar nursery rhyme into a deadly design.

In The Bishop Murder Case, S. S. Van Dine brings Philo Vance into a sinister puzzle set among the intellectual circles of 1920s New York. The death of J. C. Robin on an archery range leads Vance, District Attorney Markham, and Sergeant Heath toward the household of Professor Bertrand Dillard, a distinguished mathematical physicist. Here, exceptional intelligence offers no protection against jealousy, suspicion, or fear.

As further deaths echo the verses of childhood, Vance must look beyond the obvious connections to understand the mind arranging them. Mathematicians, scientists, and a chess theorist form a circle in which clever conversation can conceal dangerous motives. Blending psychological inquiry with references to mathematics, probability, and Ibsen, the novel turns detection into a contest between intellectual ingenuity and human insight. Its appeal lies in the unsettling contrast between the innocence of the rhymes and the calculation behind the crimes.

What readers find inside:
Nursery-Rhyme Clues - Familiar verses lend a disturbing pattern to a sequence of murders.Philo Vance - The analytical detective tests appearances against psychology and reason.A Brilliant Suspect Circle - The Dillard household and its associates bring scientific minds and personal tensions into the investigation.New York Atmosphere - Manhattan's intellectual society provides the setting for a mystery of rivalry and concealed motives.Contrasting Investigators - Markham and Heath bring practical perspectives to Vance's intricate reasoning.
For readers of Golden Age detective fiction, fans of Philo Vance, and anyone drawn to elaborate murder puzzles, this is a mystery that rewards attention to both clues and character.

Enter the Dillard circle and follow Vance as he searches for the human purpose behind a seemingly abstract design.