There has been increasing evidence to suggest that the root cause of much
mental illness lies in a sub-optimal capacity for affect regulation. Cognition and
emotion are intricately linked and cognitive deficits, which are characteristic of
many psychiatric conditions, are often driven by affect dysregulation, which itself
can usually be traced back to sub-optimal childhood development. This view is supported by Attachment Theory, a scientific paradigm in developmental psychology,
that classifies the type of relationship a child has with a primary care-giver to one of
four types of insecure or secure attachments. Individuals with insecure attachment in
their childhoods are prone to a variety of mental illness, whereas a secure attachment
in childhood provides a secure base in life. We therefore propose, based on previous
work, a holistic approach to Computational Psychiatry, which is informed by the
development of the brain during infancy in social interaction with its primary care-
givers. We identify the protocols governing the interaction of a securely attached
child with its primary care-givers that produce the capacity for affect regulation in
the child. We contend that these protocols can be self-administered to construct,
by neuroplasticity and long term potentiation, new “optimal” neural pathways in
the brains of adults with insecure attachment history. This procedure is called Self-
attachment and aims to help individuals create their own attachment objects which
has many parallels with Winnicott’s notion of transitional object, Bowlby’s comfort objects, Kohut’s empathetic self-object as well as religion as an attachment object. We describe some mathematical models for Self-attachment: a game-theoretic
model, a model based on the notion of a strong pattern in an energy based associative
neural network and several neural models of the human brain.