Heinz Von Förster

Heinz von Foerster (; November 13, 1911 – October 2, 2002) was an Austrian-American scientist combining physics and philosophy, and widely attributed as the originator of second-order cybernetics. He was twice a Guggenheim fellow (1956–57 and 1963–64) and also was a fellow of the American Association for the Advancement of Science, 1980. He is well known for his doomsday equation, published in a 1960 issue of ''Science'', predicting that the hyperbolic growth of the Earth's population will result in the instantaneous disappearance of all humans on Friday, 13 November, A.D. 2026.

As a polymath, he wrote nearly two hundred professional papers, gaining renown in fields ranging from computer science and artificial intelligence to epistemology, and researched high-speed electronics and electro-optics switching devices as a physicist, and in biophysics, the study of memory and knowledge. He worked on cognition based on neurophysiology, mathematics, and philosophy and was called "one of the most consequential thinkers in the history of cybernetics". He came to the United States, and stayed after meeting with Warren Sturgis McCulloch, where he received funding from The Pentagon to establish the Biological Computer Laboratory, which built the first parallel computer, the ''Numa-Rete''. Working with William Ross Ashby, one of the original Ratio Club members, and together with Warren McCulloch, Norbert Wiener, John von Neumann and Lawrence J. Fogel, Heinz von Foerster was an architect of cybernetics and one of the members of the Macy conferences, eventually becoming editor of its early proceedings alongside Hans-Lukas Teuber and Margaret Mead.

Biography

Von Foerster was born in 1911 in Vienna, Austria-Hungary, as Heinz von Förster. His paternal grandfather was the Austrian architect . His maternal grandmother was Marie Lang, an Austrian feminist, theosophist, and publisher. He studied physics at the Technical University of Vienna and at the University of Breslau, where in 1944 he received a PhD in physics. His relatives included Ludwig Wittgenstein, Erwin Lang and Hugo von Hofmannsthal. Ludwig Förster was his great-grandfather. His Jewish roots did not cause him much trouble while he worked in radar laboratories during the Nazi era, as "he hid his ancestry with the help of an employer who chose not to press him for documents on his family."

He moved to the US in 1949 and worked at the University of Illinois at Urbana–Champaign, where he was a professor of electrical engineering from 1951 to 1975. He was also professor of biophysics (1962–1975) and director of the Biological Computer Laboratory (1958–1975). Additionally, in 1956–57 and 1963–64, he was a Guggenheim Fellow and also President of th
Wenner-Gren-Foundation
for anthropological research from 1963 to 1965.

He knew well and was in conversation with John von Neumann, Norbert Wiener, Humberto Maturana, Francisco Varela, Gordon Pask, Gregory Bateson, Lawrence J. Fogel and Margaret Mead, among many others. He influenced generations of students as a teacher and an inclusive, enthusiastic collaborator.

He died on October 2, 2002, in Pescadero, California.

Work

Von Foerster was influenced by the Vienna Circle and Ludwig Wittgenstein. He worked in the field of cybernetics and is known as the inventor of second-order cybernetics. He made important contributions to constructivism. He is also known for his interest in computer music and magic.

The electron tube laboratory

In 1949, von Foerster started work at the University of Illinois at Urbana–Champaign at the electron tube laboratory of the Electrical Engineering Department, where he succeeded Joseph Tykociński-Tykociner. With his students he developed many innovative devices, including ultra-high-frequency electronics

He also worked on mathematical models of population dynamics and in 1959 published a model now called the " von Foerster equation", which is derivable from the principles of constant aging and conservation of mass.

:$\frac + \frac = - m(a)n,$

where: ''n'' = ''n''(''t'',''a''), ''t'' stands for time and ''a'' for age. ''m''(''a'') is the death in function of the population age; ''n''(''t'',''a'') is the population density in function of age.

When ''m''(''a'') = 0, we have:Murray, J.D. ''Mathematical Biology: An Introduction''. Third edition. Interdisciplinary Applied Mathematics. Mathematical Biology. Spring: 2002.

:$\frac = - \frac$

It relates that a population ages, and that fact is the only one that influences change in population density.

It is therefore a continuity equation; it can be solved using the method of characteristics. Another way is by similarity solution; and a third is a numerical approach such as finite differences.

The gross birth rate is given by the following boundary condition:

:$n(t,0)= \int_0^\infty b (a)n(t,a) \, dt ,$

The solution is only unique given the initial conditions

:$n(0,a)= f(a), \,$

which states that the initial population distribution must be given; then it will evolve according to the partial differential equation.

Biological Computer Laboratory

In 1958, he formed the '' Biological Computer Lab'', studying similarities in cybernetic systems in biology and electronics.

Macy conferences

He was the youngest member of the core group of the Macy conferences on Cybernetics and editor of the five volumes of ''Cybernetics'' (1949–1953), a series of conference transcripts that represent important foundational conversations in the field. It was von Foerster who suggested that Wiener's coinage "Cybernetics" be applied to this conference series, which had previously been called "Circular Causal and Feedback Mechanisms in Biological and Social Systems".

Doomsday equation

A 1960 issue of ''Science'' magazine included an article by von Foerster and his colleagues, P. M. Mora and L. W. Amiot, proposing an equation representing the best fit to the historical data on the Earth's population available in 1958:

Fifty years ago, ''Science'' published a study with the provocative title �
Doomsday: Friday, 13 November, A.D. 2026
��. It fitted world population during the previous two millennia with ''P'' = 179 × 10⁹/(2026.9 − ''t'')^0.99. This “quasi-hyperbolic” equation (hyperbolic having exponent 1.00 in the denominator) projected to infinite population in 2026—and to an imaginary one thereafter.
:—Taagepera, Rein
A world population growth model: Interaction with Earth's carrying capacity and technology in limited space
''Technological Forecasting and Social Change'', vol. 82, February 2014, pp. 34–41

In 1975, von Hoerner suggested that von Foerster's doomsday equation can be written, without a significant loss of accuracy, in a simplified hyperbolic form (''i.e.'' with the exponent in the denominator assumed to be 1.00):
:$\text=\frac,$
where
* 2026.9 is 13 November 2026 AD—the date of the so-called "demographic singularity" and von Foerster's 115th anniversary;
* ''t'' is the number of a year of the Gregorian calendar.

Despite its simplicity, von Foerster's equation is very accurate in the range from 4,000,000 BP to 1997 AD. For example, the doomsday equation (developed in 1958, when the Earth's population was 2,911,249,671World Population by Year
Worldometer) predicts a population of 5,986,622,074 for the beginning of the year 1997:
:$\frac=5986622074.$

The actual figure was 5,924,787,816.

The doomsday equation is called so because it predicts that the number of people living on the planet Earth will become maximally ''positive'' by 13 November 2026, and on the next moment will become ''negative'' or imaginary.Taagepera, Rein
A world population growth model: Interaction with Earth's carrying capacity and technology in limited space
''Technological Forecasting and Social Change'', vol. 82, February 2014, pp. 34–41.

"This ‘quasi-hyperbolic’ equation (hyperbolic having exponent 1.00 in the denominator) projected to infinite population in 2026—and to an imaginary one thereafter."

See also

* Macy conferences
* Power law: The equation that he derived for the date calculated is one that nowadays is called a power law.
* List of dates predicted for apocalyptic events
* '' The Dream of Reality'' by Lynn Segal, 1986. A book summarizing von Foerster's constructivist epistemology.
* Malthusian growth model
* Jakob von Uexküll

Publications

Von Foerster authored more than 100 publications.Th
Bibliography of Heinz von Foerster 1943–2003
from Alexander Riegler, dec 2003 gives an overview of all his publications. Books, a selection:

* 1949, ''Cybernetics: Transactions of the Sixth Conference'', (editor), Josiah Macy Jr. Foundation: New York, 220 pp.
* 2002, ''Understanding understanding'', a volume of von Foerster's papers, published by Springer-Verlag, 2002.
* 2010, with Monika Broecker: Part of the World. Fractals of Ethics – A Drama in Three Acts. Heinz von Foerster's most extensive biography. First published in German in 2002: with Monika Broecker. Teil der Welt. Fraktale einer Ethik – ein Drama in drei Akten.

Articles, a selection:
* 1958, "Basic Concepts of Homeostasis." ''In: Homeostatic Mechanisms'', Upton, New York, pp. 216–242, 1958.
* 1960, "Doomsday: Friday, November 13, AD 2026," with P. M. Mora und L. W. Amiot, ''Science'' 132, pp. 1291–1295, 1960.
* 1961, "A Predictive Model for Self-Organizing Systems," Part I: ''Cybernetica'' 3, pp. 258–300; Part II: Cybernetica 4, pp. 20–55, with Gordon Pask, 1961.
* 1964, "Biological Computers," with W. Ross Ashby, In: ''Bioastronautics'', K. E. Schaefer, Macmillan Co., New York, pp. 333– 360, 1964.
* 1969, "What is Memory that it may have Hindsight and Foresight"
* 1971, "Computing in the Semantic Domain"
* 1971, "Technology. What Will It Mean to Librarians?"

References

Further reading

* Asaro, Peter M. (2007)
"Heinz von Foerster and the Bio-Computing Movements of the 1960s,"
in Albert Müller and Karl H. Müller (eds.
An Unfinished Revolution? Heinz von Foerster and the Biological Computer Laboratory , BCL 1958–1976.
Vienna, Austria: Edition Echoraum.

External links

at Stanford University

The Heinz von Foerster Page

Biological Computer Laboratory web site, University of Illinois


from the Heinz von Foerster entry a
The Cybernetics Society
* Gooch, Sherwin, & Nordin, Hud,
*

"Heinz Von Foerster Papers at the University of Illinois Archives"

{{DEFAULTSORT:Foerster, Heinz Von
1911 births
2002 deaths
20th-century Austrian scientists
Cyberneticists
American systems scientists
Epistemologists
Complex systems scientists
Singularitarians
Scientists from Vienna
TU Wien alumni
Management scientists
University of Breslau alumni
University of Illinois Urbana-Champaign faculty
American people of Austrian-Jewish descent
Austrian emigrants to the United States
Presidents of the International Society for the Systems Sciences