Del síndrome al sinthome

Currently, the concept of symptom is based on the notion of singularity (from a base perspective, underlined by Freud, regarding the persistence of symptomatic residue). This indicates that the demise of the symptom will never be complete, since the demand drive will always persist and will not cease to search for satisfaction.Let us then, insist on this matter, on the existence of an incurable residue in the symptom (which entails a particular relationship between the subject and its own pleasure), resisting sense and interpretation. The following paper has been elaborated following a diachronic trajectory of psychoanalytic theory, which allows establishing pauses, outlining the most important shifts produced in Freudian and Lacanian elaborations, respectively. Starting from Freud‘s productions, as main fulcrum, the Lacanian approach of the symptom will be introduced to link to the proposal of the sinthome proposed by Lacan. Freud will explain symptoms through the theory of trauma; those will find themselves hinged on mnemic traces, which will make the analysis of the patient‘s produced associations a crucial activity, to comprehend the etiology of the symptoms and the development of the cure. The clinical practice of this period may be summarized as ―the unconscious is susceptible to become conscious‖, aiming to the discovery and/or decoding of the symptoms, as long as they carry meaning. All of this at the same time, will be the base of future elaborations...

Error tolerance of topological codes with independent bit-flip and measurement errors

Topological quantum error correction codes are currently among the most promising candidates for efficiently dealing with the decoherence effects inherently present in quantum devices. Numerically, their theoretical error threshold can be calculated by mapping the underlying quantum problem to a related classical statistical-mechanical spin system with quenched disorder. Here, we present results for the general fault-tolerant regime, where we consider both qubit and measurement errors. However, unlike in previous studies, here we vary the strength of the different error sources independently. Our results highlight peculiar differences between toric and color codes. This study complements previous results published in New J. Phys. 13, 083006 (2011).