The amylome is the universe of proteins that are capable of forming amyloid-like fibrils. Here we investigate the factors that enable a protein to belong to the amylome. A major factor is the presence in the protein of a segment that can form a tightly complementary interface with an identical segment, which permits the formation of a steric zipper-two self-complementary beta sheets that form the spine of an amyloid fibril. Another factor is sufficient conformational freedom of the self-complementary segment to interact with other molecules. Using RNase A as a model system, we validate our fibrillogenic predictions by the 3D profile method based on the crystal structure of NNQQNY and demonstrate that a specific residue order is required for fiber formation. Our genome-wide analysis revealed that self-complementary segments are found in almost all proteins, yet not all proteins form amyloids. The implication is that chaperoning effects have evolved to constrain selfcomplementary segments from interaction with each other.3D profile | ribonuclease A | Rosetta energy | steric zipper S eventy-five years ago, the pioneering biophysicist William Astbury speculated that every protein might have a fibrous state as well as a globular state (1). Astbury was the first to describe the cross-beta fibril diffraction pattern, now accepted as the definitive signature of the amyloid state of proteins. Astbury's observation was on a denatured protein, albumin in poached egg white. Today it is established that amyloid diseases, including Alzheimer's and prion diseases, are associated with elongated, unbranched protein fibrils (2, 3). However, functional proteins are also found in the amyloid state. These include the egg stalk of the green lace-wing fly (4), the Pmel17 protein associated with skin pigmentation (5), and a large number of secretory hormones (6). Conversely, in the past decade, Pertinhez et al. (7) and others (8-10) have shown that many globular proteins can be converted to the amyloid state by a variety of denaturing processes, suggesting that conversion may be generally applicable to all proteins. So the question arises, to what extent is this conjecture true? That is, how large is the amylome?Computer algorithms have been proposed to answer a somewhat broader question: What is the aggregation propensity of a given protein sequence? Aggregates, in general, include amyloidlike fibrils but also other types of fibrils and nonfibrillar aggregates. TANGO (11) identifies beta-aggregating regions of proteins by using a statistical mechanics algorithm based on the physico-chemical principles of beta-sheet formation. For each residue, it calculates the energy of structural states derived from statistical and empirical considerations and then computes the occupancy of the beta-aggregation conformational state. Although beta-aggregation propensity by itself is not necessarily indicative of amyloid formation, it plays a major role in determining the tendency to ultimately form organized structures such as amyloid fibrils. Howeve...