Doomed forever to wander the earth, desperate to quell his insatiable hungers, Ramses the Damned turns up in Edwardian London as Dr. Ramsey and begins a romance with heiress Julie Stratford, but his cursed past again propels him toward disaster.
FBI agents Dillon Savich and Lacey Sherlock are faced with the case of an abducted child. But is the girl's kidnapper really her savior? Hoping to escape unwanted celebrity in the aftermath of a notorious incident, Ramsey Hunt settles in the Rockies, determined to bury himself in the safety of a solitary existence. But his isolation is shattered when he stumbles upon a small girl unconscious in the high-altitude forest. When strangers pursue Ramsey to his private meadow in an attempt to kill him and the girl, he's mystified that anyone would wish her harm. And the child can't shed any light on the subject: she's mute.
This book is dedicated to problems involving colored objects, and to results about the existence of certain exciting and unexpected properties that occur regardless of how these objects are colored. In mathematics, these results comprise the beautiful area known as Ramsey Theory. Wolfram’s Math World defines Ramsey Theory as "the mathematical study of combinatorial objects in which a certain degree of order must occur as the scale of the object becomes large." Ramsey Theory thus includes parts of many fields of mathematics, including combinatorics, geometry, and number theory.
