C
cominghome1966
Guest
Here is what makes sense to me. I’m sort of a numbers-person so this might resonate with others who have a similar inclination.
Artificial contraception blocks the “one flesh” nature of marriage, since one or both partners withholds their fertility from the other within the act of coitus. To borrow an analogy from mathematics, the union of two sets is a union when all elements of both sets are present. If one or more elements of one or both sets is missing, then it is not a union.
The missing elements, in this case, would be the fertility of one or both spouses during coitus.
Again borrowing from mathematics, a contracepted act of coitus is better described as an intersection than a union.
For example: let A = (1,2,3) and let B = (3,4,5).
The union of A and B = (1,2,3,4,5). All of the elemtents of both sets are present.
The intersection of A and B = (3). 1,2,4 and 5 have been excluded so it is not a union.
In NFP, the union of two sets remains intact (assuming a correct intention). This is because NFP simply means “avoiding coitus during periods deemed to be fertile.” Partners are not withholding their fertility from each other within the act of coitus, so describing it as a union is correct. It is not best described as an intersection, because it is not an act where elements are excluded.
Artificial contraception blocks the “one flesh” nature of marriage, since one or both partners withholds their fertility from the other within the act of coitus. To borrow an analogy from mathematics, the union of two sets is a union when all elements of both sets are present. If one or more elements of one or both sets is missing, then it is not a union.
The missing elements, in this case, would be the fertility of one or both spouses during coitus.
Again borrowing from mathematics, a contracepted act of coitus is better described as an intersection than a union.
For example: let A = (1,2,3) and let B = (3,4,5).
The union of A and B = (1,2,3,4,5). All of the elemtents of both sets are present.
The intersection of A and B = (3). 1,2,4 and 5 have been excluded so it is not a union.
In NFP, the union of two sets remains intact (assuming a correct intention). This is because NFP simply means “avoiding coitus during periods deemed to be fertile.” Partners are not withholding their fertility from each other within the act of coitus, so describing it as a union is correct. It is not best described as an intersection, because it is not an act where elements are excluded.