Well, to be honest, I don’t know much about formal logic, and so you may well be talking with the wrong person. I am just trying to apply common sense, while being all too aware that common sense is not always reliable. Anyway, I am happy to continue this exchange for now, not least because I might learn something.
I am really out of my depth here, but having perused a couple of articles on Wikipedia I am wondering if there is a difference between sufficiency/necessity as used in logic and the same as used in causality. Here is what Wikipedia has to say about necessary and sufficient causes in its article on Causality:
Necessary causes
If x is a necessary cause of y, then the presence of y necessarily implies the prior occurrence of x. The presence of x, however, does not imply that y will occur.Sufficient causes
If x is a sufficient cause of y, then the presence of x necessarily implies the subsequent occurrence of y. However, another cause z may alternatively cause y. Thus the presence of y does not imply the prior occurrence of x.
And here is an extract from the Wikipedia article on Necessity and Sufficiency (in formal logic):
Necessity:
The assertion that Q is necessary for P is colloquially equivalent to “P cannot be true unless Q is true” or “if Q is false, then P is false”. By contraposition, this is the same thing as “whenever P is true, so is Q”. The logical relation between them is expressed as “if P, then Q” and denoted “P ⇒ Q” (P implies Q). It may also be expressed as any of “P only if Q”, “Q, if P”, Q whenever P", and “Q when P”. One often finds, in mathematical prose for instance, several necessary conditions that, taken together, constitute a sufficient condition …
Sufficiency:
If P is sufficient for Q, then knowing P to be true is adequate grounds to conclude that Q is true; however, knowing P to be false does not meet a minimal need to conclude that Q is false.
The logical relation is expressed as “if P, then Q” or “P ⇒ Q”. This can also be expressed as “P only if Q” or “P implies Q”. Several sufficient conditions may, taken together, constitute a single necessary condition …
And from the Stanford Encyclopedia of Philosophy, under Necessary and Sufficient Conditions, we have the following in regard to “directional” (i.e. causal) conditioning:
In general, if explanation is directional, it may not seem surprising that when A explains B, it is not usually the case that B, or its negation, is in turn an explanation of A (or its negation). John’s winning the race explains our celebration, but our failure to celebrate is not (normally) a plausible explanation of his failure to win. Lambert’s presence may explain why the seminar was such a great success, but a boring seminar is not—in any normal set of circumstances—a reason why Lambert is not at it. This result undermines the usual understanding that if A is a sufficient condition of B, it will typically be the case that B is a necessary condition for A, and the falsity of B a sufficient condition for the falsity of A.
What you are describing as a sufficient cause seems to me to be related to logic, not causality. In other words, you seem to be describing a structural principle whereby the existence of one thing guarantees the existence of something else. In causality, however, we are often dealing with ephemeral phenomena that have an effect over time (the Wikipedia article speaks of prior and subsequent occurrences). The best example of this from dependent origination is probably the link between birth and death (let’s leave out old age for simplicity’s sake). Birth is a time limited event, not a continuous process. But once birth has happened, death is guaranteed to ensue. Birth is not present when death happens, yet it is sufficient (and necessary) for death.
If there are saṅkhāras, then there will be consciousness. This shows the sufficiency of saṅkhāras. (If saṅkhāras were merely necessary, this would not guarantee the continuation of consciousness.) If there are no saṅkhāras, then there is no consciousness. This shows the necessity of saṅkhāras. (If saṅkhāras were merely sufficient, then the end of saṅkhāra would not guarantee the end of consciousness.) At the point of death, saṅkhāra is both a necessary and sufficient condition for the continuation of consciousness. (And by the way, during a particular life time, name-and-form is the sufficient and necessary condition for consciousness.)
Well, yes. I think we can agree on this.
But the “content of existence” is first and foremost experience itself. In other words, the most basic thing we can say about existence is that there is experience. Everything else is derived from that. And dependent origination shows us how experience keeps on going.
We have a rule at Bodhinyana Monastery that the one who has the idea must do the work!