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Diversity of interpretations of quantum mechanics is often considered as asign of foundational crisis. In this note we proceed towards unification therelational quantum mechanics of Rovelli, Bohmian mechanics, and many worldsinterpretation on the basis so called Dendrogramic Holographic Theory (DHT).DHT is based on the representation of observed events by dendrograms (finitetrees) presenting observers subjective image of universe. Dendrograms encodethe relational hierarchy between events, in applications they are generated byclustering algorithms; an algorithm with the branching index p >1 generatep-adic trees. The infinite p-adic tree represents the ontic event universe. Weconsider an ensemble of observers performing observations on each other andrepresenting them by p-adic trees. In such observers universe we introduce akind of Minkowski space structure, which is statistical by its nature. Thismodel unites the observer/system discrepancy. Measurements are performed byobservers on observers. Such observers universe is dynamically changing and isbackground independent since the space itself is emergent. And within thismodel, we unify the aforementioned interpretations.

Unification of the MWI formalism and Bohmian mechanics for the ensembles of event universes in Minkowski-like space