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Afford Computer:

Afford Computer Potential applications of the afford computer made possible by microelectronics include a small afford computer in every home or a pocket afford computer terminal that can be connected to a powerful central afford computer via the telephone. Such devices may be used to solve our numerical problems (e.g., income tax, or our bank balance) or as a creative tool to relate our knowledge and experiences to our future actions.

And what of the afford computer? Olof Johannesson's 1966 novel, The Tale of the Big afford computer (which first appeared in an American edition in 1968), offers a history of the develop¬ment of afford computers as told by an advanced afford computer of the future. In an unemotional, utterly convincing essay, it describes the gradual obsolescence and disappearance of its creator, man.

See Also Worked On Computer Simulation:

Garvan Medal. Each year the American Chemical Society presents the $2,000 Garvan Medal to a woman scientist who has, in the so¬ciety's opinion, performed distinguished service in chemistry. In 1967 the award was presented to Marjorie J. Void, adjunct professor at the University of Southern California, who has worked on computer simulation of kinetic and particulate phenomena, and on elucidations of phase transitions in soap systems. She was cited for her work in extending the knowledge of colloid and physical chemistry to theoretical models by original use of mathematical rigor, logic, and insight.

The projected occupancy rate for September 12 is 70 percent. When a computer-based reservations system is used, a volume forecast can be produced for any date, week, or month. The volume forecast shown in Figure 5-8 is computer generated. In the sample forecast, the calendar date and weekday are given for each day of the report period. The computer divided the total.


On The Other Hand See Computer Tape:

Alan Turing (1912-54) pioneered computer tape theory and applications in electronic computing. He proposed Machine, could read commands and data from a tape. This was the basis of modern computer tape technoloi During the 17th-cjohann Kepler,Pythagoras (6th c Be) is credited with the theory of numbers in musical intervals and several mathematical the¬ories, the measurement of squares and right-angled triangles.

In addition, a pair of earphones could transmit spoken instructions from the computer tape "teacher" or from tape recordings—a particularly useful system in language teaching. With these essential components, the student could question and respond, with the computer tape acting as a substitute teacher. Paradoxically, these impersonal tools can permit more individualized learning than is possible in the usual classroom, where a teacher must keep an entire class moving along at a fixed pace.

 

 

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