منابع مشابه
As Interacting with Groups of Computers
systems that surround us, there is a continuous need to adopt new strategies for user interface design. Many of the features of the graphical user interface (GUI) were designed under the assumption that computers would be used as isolated tools with a one-toone relationship with users. But today, each user has many computers, causing existing channels of interaction to break down. The reason fo...
متن کاملAnyon computers with smaller groups
Anyons obtained from a finite gauge theory have a computational power that depends on the symmetry group. The relationship between group structure and computational power is discussed in this paper. In particular, it is shown that anyons based on finite groups that are solvable but not nilpotent are capable of universal quantum computation. This extends previously published results to groups th...
متن کاملInteracting with Works of Art - With and Without Computers
Almost all direct access to fine art in the western world is now provided by museums and most museums work hard to help people enjoy their collections. The principal source of enjoyment is obviously the collection itself; but putting paintings on walls is equally obviously, not the end of the story. This paper is about interactive multimedia and its role in helping people to enjoy works of art....
متن کاملAugmenting Reality: A new paradigm for interacting with computers
A revolution in computer interface design is changing the way we think about computers. Rather than typing on a keyboard and watching a television monitor, Augmented Reality lets people use familiar, everyday objects in ordinary ways. The difference is that these objects also provide a link into a computer network. Doctors can examine patients while viewing superimposed medical images; children...
متن کاملSymmetry Groups for the Decomposition of Reversible Computers, Quantum Computers, and Computers in between
Whereas quantum computing circuits follow the symmetries of the unitary Lie group, classical reversible computation circuits follow the symmetries of a finite group, i.e., the symmetric group. We confront the decomposition of an arbitrary classical reversible circuit with w bits and the decomposition of an arbitrary quantum circuit with w qubits. Both decompositions use the control gate as buil...
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ژورنال
عنوان ژورنال: Communications of the ACM
سال: 2003
ISSN: 0001-0782,1557-7317
DOI: 10.1145/636772.636796