[HN Gopher] Actual Causality (2016)
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       Actual Causality (2016)
        
       Author : Tomte
       Score  : 43 points
       Date   : 2020-03-16 18:32 UTC (4 hours ago)
        
 (HTM) web link (www.cs.cornell.edu)
 (TXT) w3m dump (www.cs.cornell.edu)
        
       | xtacy wrote:
       | I think this is a very important area with applications to legal
       | issues; in the computer systems domain, a close application I can
       | think of is troubleshooting / root-cause analysis.
       | 
       | In legal situations and troubleshooting alike, one is often
       | interested not in the "general" causes of why things happen
       | (e.g., an increase in load will contribute an increase in
       | latency), but causes that explain specific cases (e.g., the
       | increase in latency on this incident was because of an increase
       | in file system latency at the backend.)
       | 
       | These concepts are quite interesting; one linked article
       | discusses many variations and refinements in detail:
       | https://plato.stanford.edu/entries/causation-law/. I found these
       | useful mental models to organize my thoughts when troubleshooting
       | systems and doing root-cause analysis:
       | 
       | - But-for cause: We can say that A is the actual cause of B when
       | the following holds: If not for A, not B. To avoid pathologies
       | like "If not for _big bang_ , this B wouldn't have happened", we
       | have ...
       | 
       | - Proximal cause: In the causal chain of explanations: If not for
       | A1, not A2; if not for A2, not A3, ..., the proximal cause of
       | A(k) is the closest, i.e., A(k-1).
       | 
       | - Necessary element of a sufficient set (NESS criterion): Things
       | get interesting here if we need a conjunction of many events to
       | happen simultaneously for a desired effect. For simplicity,
       | assume that events are boolean, and causal relationships can be
       | defined using boolean formulae. Here, A is a cause of B in the
       | NESS sense, when B = (A and C1) OR (C2 and C3) OR ... A here is
       | "necessary" in the sufficient set {A, C1} for B to happen.
        
       | juskrey wrote:
       | A book on casualty with no any single hint on mutual
       | information.. hm
        
       | jpt4 wrote:
       | Intermittently 404.
        
       | dropalltables wrote:
       | Thanks for sharing. I'm a sucker for anything advancing causal
       | reasoning amongst technical folks :)
        
         | adaszko wrote:
         | Me too! Any other resources you can share?
        
           | alexhutcheson wrote:
           | Marc Bellemare's Metrics Mondays posts are pretty good:
           | http://marcfbellemare.com/wordpress/metrics-mondays
           | 
           | Lots of practical tips for causal inference on real data.
        
       | [deleted]
        
       | dwheeler wrote:
       | Thanks for the link, I've started reading it.
       | 
       | The complexity of defining and determining "actual causality" is
       | a good justification for mathematicians' avoiding the whole thing
       | and using material implication instead. As most of you already
       | know, material implication A -> B ("A implies B") is a boolean
       | operation, which is the same as ((not A) OR B), see
       | https://en.wikipedia.org/wiki/Material_implication_(rule_of_... .
       | Material implication avoids all this complexity.. but because
       | it's simpler, it _cannot_ by itself represent our notions of
       | causality. Material implication even has some  "weird" surprises,
       | e.g., "All Martians are green" and "All Martians are not green"
       | are both true when defined using material implication. I created
       | an "allsome" quantifier to deal with this problem:
       | https://dwheeler.com/essays/allsome.html . But it'd be nice to
       | learn about other alternatives, so I started reading this.
       | 
       | I've only started reading this book, but the approach does seem a
       | little odd. Its definition of causality embeds a model, which has
       | embedded causality in it. In section 2.1
       | https://www.cs.cornell.edu/home/halpern/papers/causalitybook...
       | it notes this issue: "It may seem somewhat circular to use causal
       | models, which clearly already encode causal relationships, to
       | define causality. There is some validity to this concern...
       | Nevertheless, I would claim that this definition is useful."
       | 
       | I don't have a better idea, and I can see the value in making the
       | use of models clear. But it does seem to weaken the idea of
       | defining causality. Is this considered reasonable? Is there a
       | possibly better approach?
        
       | [deleted]
        
       | 6gvONxR4sf7o wrote:
       | I'm familiar with the usual potential outcomes framework, and
       | some of the high level machinery of Pearl's version too, but this
       | 'type causality' vs 'actual causality' mentioned in the intro
       | seems like a very unnecessary complication that just confuses
       | things.
       | 
       | They use "smoking causes lung cancer" as an example of type
       | causality. A counterpart in actual causality would be "Dave's
       | smoking caused him to get lung cancer." Then they go on to talk
       | about how these are such different kinds of causality.
       | 
       | They're no more different than "Dave has $35 in his pocket" and
       | "the average american has $21 in their wallet."
       | 
       | Seems totally unnecessary. Am I missing something?
        
         | xtacy wrote:
         | The distinction serves a real and practical purpose, as
         | mentioned in the introduction: responsibility/blame assignment.
         | 
         | In legal situations, this blame assignment is critical as it
         | helps identify who is actually responsible for some bad
         | outcome.
         | 
         | Would you agree?
        
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