In 1982, Dr. Gordon Lawrence presented a socio-centric view to dreams called Social Dreaming (SD) at the Tavistock Institute of Human Relations in London. It considers dreams social in origin.
The Matrix instead of a group
To emphasize the special nature of SD gatherings, Lawrence discarded the group concept, replacing it with a matrix, which is a looser structure than a group, even physically; the participants’ seats are rearranged to minimize any group forming.
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)
Participants are, in a way, alone in a group. They form a Social Dreaming Matrix (SDM).
This matrix of participants is weaving a web of feelings and thoughts, associating freely from anyone’s dreams, amplifying them with their own contributions: but, no one is allowed to interpret or to individualize them as belonging to any single person.
SD does not wish to discover one central meaning, seeing dreams instead as elements scattering through space, creating a dynamic collage. The dream is not given a name or a definition, but is sent to float in an open, infinite space. All shared dreams create an atmosphere where individual dreams are like waves forming a social sea of dreams. SD concentrates on this sea, on dreams and not dreamers. When dreams are not attached to individuals, it is easier to see how dreams holistically reflect the general state of the whole society. SD thus avoids as much as possible any group dynamics, interpretations, or possibilities where the narcissism of individuals could disturb the collective image dreams are reflecting.
SD reaches for the inner, unconscious, infinite world of the psyche. Lawrence sees it as a methodology that is congruent with these unconscious processes and which does not seek refuge in conscious, unintentionally defensive reductionist ratiocination. SD succeeds in avoiding many traps of over-psychiatrization and over-pathologization of dreams. It is successful in de-pathologizing dreams, but the next step is where SDM for the most part loses just what it is seeking. By avoiding an individual-centered approach, it certainly has a greater chance of creating contact with the power field of infinity, but this field largely remains unfocused.
Focusing the sunshine
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDkj34zbxrgG6bGzqcsYvBBljCjFcxMSkjWDapFtiR38tWSHwq3MaHx7iq-x9cYHvz8RBlvshY-tpsFZ7gBQLVTQcr4eitMj-WFQuYM3zaaIfSGTti5bJWYXki3cUQkcqhpk9qBf28XVk/s200/sun.png)
Compared with the group process developed by prof.
Montague Ullman, SDM brings forth the sunshine but does not focus it, thus creating a warm but unfocused atmosphere. An Ullman-type group works like a parabolic receiver or a magnifying glass, reflecting the energy of the sun onto one burning point who is the dreamer, who with the help of this additional energy charge is then able to drill through the surface of the waking state deeper than SDM, acting as a bridge to the unknown and as a medium amplified by the group’s contribution. This concentrated, intensive energy stream may be strong enough to advance deeper, even to transpersonal dimensions. The deepest experiences are always individual ones.
Beyond methodologies
Both SDM and the Ullman process can be ruined by unenlightened people. Ullman-type endeavor may remain only at an ordinary, superficial, semi-psychiatric level. SD, instead, is always doomed to lose the most poignant core of dreams. In spite of this, SD is a valuable reminder of social, common dimensions of dreams, because this fact is far too obscure in our society of worshipping the individual and his egocentricity. Both methods are only methodological frames which are constructed to allow dreams to address our waking state as unconstrained and constructively as possible, but the real action always takes place only in individual human souls beyond any methodologies.
(More detailed treat of this topic is found
on pages 32-34 of my book Understanding Dreams - The Gateway to Dreams Without Dream Interpretation)