I recently read a research summary about using magnetic fields to briefly maintain quantum states in relation to quantum computing. The article makes reference to "a" simultaneously being "a" and "not 'a'". I'm left wondering how the concept of superposition is reconciled with conventional notions of logic in philosophy. Also, does the standard notion of logic collapse if there is no clear reconciliation (i.e. are we then forced to admit to the fallibility of conventional logic)? My only thought thus far is found in browsing the Copenhagen interpretation (which I admittedly don't clearly understand the mechanics of). The Copenhagen interpretation inspires the thought that particles have at least two states and can therefore be two things simultaneously. Additionally, there is no recognizable logical violation if our measuring apparatuses are not specific/sensitive enough to accurately perceive logic in the quantum universe. Forgive my ignorance if this question has already been addressed, Ambler *Edit: In retrospect, logic is dependent on current paradigms. If logic does fail to predict real world circumstances, one changes the definition of "logic" rather than collapsing the concept. To allow the concept of logic to collapse would essentially allow for deductions to be considered uncritically "true".