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)
Underlying Concepts for Contemporary Computing
26 ∑ IEEE Annals of the History of Computing, Vol. 19, No. 3, 1997
in nature, but my continuing hope is that it will be merged
into such a shared community vision.
26
Presently, Engelbart is head of the Bootstrap Institute, which
he founded in 1989 and runs with his daughter Christina. He di-
vides his time among research and development, writing publica-
tions, consulting, public speaking, and leading seminars. Infor-
mation describing Engelbart’s current concepts about computing
and the Bootstrap Institute can be found on his web site:
http://www.bootstrap.org.
References
[1] J. Eklund, Interviewer, transcript of a video history interview with D.
Engelbart, Division of Computers, Information, & Society, National
Museum of American History, Smithsonian Institution, Washington,
D.C., 4 May 1994.
[2] V. Bush, “As We May Think,” J.M. Nyce and P. Kahn, eds., From
Memex to Hypertext: Vannevar Bush and the Mind’s Machine. Bos-
ton: Academic Press, 1991, p. 102.
[3] Ibid., p. 103.
[4] R. Simpson, A. Renear, E. Mylonas, and A. van Dam, “50 Years
After ‘As We May Think’: The Brown/MIT Vannevar Bush Sympo-
sium,” Interactions: New Vision of Human-Computer Interaction,
vol. III.2, pp. 47-67.
[5] D.C. Engelbart cited in H. Rheingold, Tools for Thought. New York:
Simon & Schuster, 1985, p. 176.
[6] D.C. Engelbart cited in S. Ambron and K. Hooper, Interactive Mul-
timedia. Redmond, Wash.: Microsoft Press, 1988, p. 19.
[7] D.C. Engelbart, “A Conceptual Framework for the Augmentation of
Man’s Intellect,” P.W. Howerton and D.C. Weeks, eds., Vistas in
Information Handling, vol. 1. Washington, D.C.: Spartan Books,
1963, pp. 1-29.
[8] See B.L. Whorf, Language Thought and Reality. Cambridge, Mass.:
MIT Press, 1956.
[9] Engelbart, 1963.
[10] Ibid., p. 14.
[11] D.C. Engelbart, “The Augmented Knowledge Workshop,” A. Gold-
berg, ed., A History of Personal Workstations. New York: ACM
Press, 1988, pp. 187-232.
[12] J.C.R. Licklider, “Man-Computer Symbiosis,” IRE [IEEE] Trans.
Human Factors in Electronics, March 1960, pp. 4-11. (Also re-
printed in A. Goldberg, A History of the Personal Workstation.)
[13] M. Campbell-Kelly and W. Aspray, Computer: A History of the
Information Machine. New York: Basic Books, 1996, p. 213.
[14] A.L. Norberg, “Changing Computing: The Computing Community
and DARPA,” IEEE Annals of the History of Computing, vol. 18, no.
2, pp. 40-53, Summer 1996.
[15] Engelbart, 1988.
[16] T. Nelson, Computer Lib/Dream Machines. New York: Harper &
Row, 1987, p. 17 (Dream Machines).
[17] A. Maisel, interviewer, “Doug Engelbart: Father of the Mouse,”
SuperKids, 1996, available at http://www.superkids.com/aweb/
pages/features/mouse/mouse.html#top_of_page.
[18] D.C. Engelbart, “Authorship Provisions in Augment,” I. Greif, ed.,
Computer Supported Cooperative Work: A Book of Readings. San
Mateo, Calif.: Morgan Kaufmann Publishers, Inc., 1988, pp. 107-
126.
[19] Engelbart, 1988.
[20] Ibid., pp. 202-204.
[21] D.K. Smith and R.C. Alexander, Fumbling the Future: How Xerox
Invented, Then Ignored, the First Personal Computer. New York:
William Morrow and Company Inc., 1988, p. 108.
[22] D.C. Engelbart and H. Lehtman, “Working Together: The ‘Human
System’ and the ‘Tool System’ Are Equally Important in Computer-
Supported Cooperative Work,” Byte, Nov. 1988, pp. 245-252.
[23] D.C. Engelbart, “NLS Teleconferencing Features: The Journal, and
Shared-Screen Telephoning,” CompCon75 Digest, 9-11 Sept. 1975,
pp. 173-176. [IEEE catalog no. 75CH0988-6C.]
[24] Ibid., section 8a.
[25] Engelbart and Lehtman, 1988.
[26] D.C. Engelbart, “Toward High-Performance Organizations: A Stra-
tegic Role for Groupware,” Proc. GroupWare ’92 Conf., San Jose,
Calif., 3-5 Aug. 1992. San Mateo, Calif.: Morgan Kaufmann Pub-
lishers, 1992, pp. 77-100.
[27] Engelbart, 1988.
[28] P.F. Drucker, The Age of Discontinuity: Guidelines for Changing
Our Society. New York: Harper and Row, 1969.
Susan B. Barnes is an assistant professor in
the Department of Communication and
Media Studies at Fordham University. Cur-
rently, she teaches courses on the history
and culture of computer media, interactive
media, and digital media. Her interest in
computing began in 1985, when she started
integrating computers into her graphic de-
sign business. Four years later, she became
a computer consultant and began integrating computers into edu-
cation. For the past seven years, she has been developing com-
puter-oriented curricula and computer-aided instructional materi-
als. In 1993, she received a State University of New York Grant
for the Improvement of Undergraduate Education to improve
computer literacy skills. She has presented and published numer-
ous articles and papers on computer-related topics, including the
history of the graphical user interface, interpersonal computing,
computer-mediated communications in organizations, computer
screens and literacy skills, and hypertext literacy. These works
have appeared in the book Communication & Cyberspace
(Hampton Press, 1996) and the journals Communication Educa-
tion, Readerly/Writerly Texts , New Jersey Journal of Communica-
tions, Media Ecology, and Interpersonal Computing and Technol-
ogy, the last of which she is the Editor. It is a scholarly, peer-
reviewed quarterly journal. The journal’s focus is on computer-
mediated communication and the pedagogical issues surrounding
the use of computers and technology in educational settings. Pres-
ently, she is conducting research on internet interpersonal rela-
tionships for a forthcoming book entitled Making Connections
(Hampton Press). Additionally, she is exploring the impact of
computers on literacy and cognition. Dr. Barnes is a member of
the Association for Computing Machinery, the Institute of Electri-
cal and Electronics Engineers, and the Speech Communications
Association. She received a BFA from Pratt Institute, an MFA
from New York University, and a PhD from New York Univer-
sity’s Department of Culture and Communications. Her disserta-
tion topic was the history and development of the graphical user
interface and some of its social implications.
The author can be contacted at
Communication and Media Studies
Fordham University
441 E. Fordham Road
Bronx, NY 10458, U.S.A.
e-mail: barnes@murray.fordham.edu