S
Serafino Amoroso
Researcher at Stevens Institute of Technology
Publications - 8
Citations - 406
Serafino Amoroso is an academic researcher from Stevens Institute of Technology. The author has contributed to research in topics: Tessellation (computer graphics) & Isomorphism. The author has an hindex of 7, co-authored 8 publications receiving 399 citations. Previous affiliations of Serafino Amoroso include United States Department of the Army.
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Journal ArticleDOI
Decision procedures for surjectivity and injectivity of parallel maps for tessellation structures
Serafino Amoroso,Yale N. Patt +1 more
TL;DR: After demonstrating the existence of nontrivial information Jossless parallel maps on one-dimensional iterative array configurations, algorithms are presented for deciding the injectivity or surjectivity of the global maps given their defining local maps.
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Structural and behavioral equivalences of tessellation automata
TL;DR: The concepts of structural and behavioral isomorphism on tessellation automata are investigated and certain equivalence relations preserving one or both forms of isomorphic lead to standardizations of neighborhood structure.
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Tessellation structures for reproduction of arbitrary patterns
Serafino Amoroso,Gerald Cooper +1 more
TL;DR: One- and two-dimensional tessellation structures are defined that have the ability to reproduce any finite pattern (formed from the symbols in A) in the sense of Moore.
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A completeness problem for pattern generation in tessellation automata
H. Yamada,Serafino Amoroso +1 more
TL;DR: It is shown that any finite pattern can evolve from a given primitive pattern if the neighborhood scope is four or more, and there are finite patterns that cannot evolve from the primitive pattern for the scope-two case.
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Some clarifications of the concept of a Garden-of-Eden configuration
TL;DR: The relationships between the concepts of Garden-of-Eden configurations and restrictions, mutually erasable configurations, and injective parallel transformations are considered for the tessellation structure which is a model of a uniformly interconnected array of identical finite-state machines.