Problems
The problem you have here is one of uniqueness. (Is there such a word?) Step back a minute. Let’s leave the Flemings alone for a minute and simplify the problem.
Let us say we are looking for a murderer. A suspect crops up and is immediately put forward as the killer as he has motive means and opportunity. Now if this person is unique, there is no one else who shares these features then we may say that it is probably that this person is our man.
However if someone else is found who has exactly the same features then all sense of probability goes out of the window unless we can establish further pointers.
In the case of Flemming our start is the inquest as that is where we are first introduced to this character. From that we learn three vital pieces of information. His Name, his occupation and his link to a geographical area. Now if there is only one person that matches all three then we can say that it is possible we have the right man.
However if, as in this case, we have multiple contenders then we cannot point to any particular one, unless we have further information.
Imagine if you will that the process of finding a person is like sieving flour. Let us say that the only information we have about a person is that he is male. Then our sieve would only have two holes in it, one for male and the other for female. All those lumps that fell through the male mesh could be contenders. Then we bolster our information with height. The mesh is further reduced so that only males of a certain height fall through. And so on. Every time we get more information we reduce the size of the mesh until we end up with a mesh so fine that only someone who fits all the criteria will fall through – and that in all probability is your man.
Here though we have a mesh so broad that anyone named Joseph Flemming or Fleming alive in 1888 is falling through – and there are an awful lot of them!
The problem you have here is one of uniqueness. (Is there such a word?) Step back a minute. Let’s leave the Flemings alone for a minute and simplify the problem.
Let us say we are looking for a murderer. A suspect crops up and is immediately put forward as the killer as he has motive means and opportunity. Now if this person is unique, there is no one else who shares these features then we may say that it is probably that this person is our man.
However if someone else is found who has exactly the same features then all sense of probability goes out of the window unless we can establish further pointers.
In the case of Flemming our start is the inquest as that is where we are first introduced to this character. From that we learn three vital pieces of information. His Name, his occupation and his link to a geographical area. Now if there is only one person that matches all three then we can say that it is possible we have the right man.
However if, as in this case, we have multiple contenders then we cannot point to any particular one, unless we have further information.
Imagine if you will that the process of finding a person is like sieving flour. Let us say that the only information we have about a person is that he is male. Then our sieve would only have two holes in it, one for male and the other for female. All those lumps that fell through the male mesh could be contenders. Then we bolster our information with height. The mesh is further reduced so that only males of a certain height fall through. And so on. Every time we get more information we reduce the size of the mesh until we end up with a mesh so fine that only someone who fits all the criteria will fall through – and that in all probability is your man.
Here though we have a mesh so broad that anyone named Joseph Flemming or Fleming alive in 1888 is falling through – and there are an awful lot of them!
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