Getting to Maybe - Reciprocal Forks vs. Concurrent Forks?
Posted: Tue Jun 17, 2014 4:12 pm
Can someone who has already read GTM please help me understand the difference between "Reciprocal Forks" (pp 92-94) and "Concurrent Forks" (pp 94-96), if there is one? This is pretty much completely inconsequential, but it is still driving me crazy trying to tease apart the differences between these two. Has anyone else shared my pain who has already worked their way through this?
My understanding of a "Reciprocal Fork" is that you find yourself in a situation wherein you are confronted with a "Fork in the Law"/"Fork in the Facts," and the path you take at either fork requires you to take a specific path at the other in order for your argument to be logical. Thus, there is a reciprocal relationship between the two paths. If A --> B / not B --> not A.
However, Fischl and Paul seem to draw a distinction between this and "Concurrent Forks," which - to my understanding - means that you are confronted with a "Fork in the Facts" and a "Fork in the Law," and the path you take at one fork, necessitates the path you must take at the other. But, how is this different from a "Reciprocal Fork?" They seem to base this distinction solely on the grounds that a "Concurrent Fork" forces you to analyze a hypothetical within one legal domain or another (e.g., common law vs. statutory law) as a result of the path you decide, and thus a "Concurrent Fork" would appear to be a very specific sub-classification of a "Reciprocal Fork." Does that seem accurate?
GTM provides differing hypotheticals to explain each one, and when I diagram them out it makes sense that there is a distinction between the two, but when I try to articulate what exactly that distinction is, I fail miserably. Like I said, this is inconsequential, but agitating nevertheless. Anyone care to help?
My understanding of a "Reciprocal Fork" is that you find yourself in a situation wherein you are confronted with a "Fork in the Law"/"Fork in the Facts," and the path you take at either fork requires you to take a specific path at the other in order for your argument to be logical. Thus, there is a reciprocal relationship between the two paths. If A --> B / not B --> not A.
However, Fischl and Paul seem to draw a distinction between this and "Concurrent Forks," which - to my understanding - means that you are confronted with a "Fork in the Facts" and a "Fork in the Law," and the path you take at one fork, necessitates the path you must take at the other. But, how is this different from a "Reciprocal Fork?" They seem to base this distinction solely on the grounds that a "Concurrent Fork" forces you to analyze a hypothetical within one legal domain or another (e.g., common law vs. statutory law) as a result of the path you decide, and thus a "Concurrent Fork" would appear to be a very specific sub-classification of a "Reciprocal Fork." Does that seem accurate?
GTM provides differing hypotheticals to explain each one, and when I diagram them out it makes sense that there is a distinction between the two, but when I try to articulate what exactly that distinction is, I fail miserably. Like I said, this is inconsequential, but agitating nevertheless. Anyone care to help?