[SystemSafety] Software reliability (or whatever you would prefer to call it)

David Crocker dcrocker at eschertech.com
Sat Mar 14 12:37:26 CET 2015


Bertrand, would you care to give an example of the pressure to build a
concept of composability of equipment properties (as opposed to
composability of components), and explain why you believe Gödel's
theorem is relevant here?

David Crocker, Escher Technologies Ltd.
http://www.eschertech.com
Tel. +44 (0)20 8144 3265 or +44 (0)7977 211486

On 11/03/2015 14:37, RICQUE Bertrand (SAGEM DEFENSE SECURITE) wrote:
>
> Hi All,
>
>  
>
> I am also somewhat puzzled by the two aspects of the situation in IEC
> 61508 in particular, and on the market in general, not knowing which
> one is the egg and the hen :
>
> ·         First, the segregated approach of IEC 61508 between HW and
> SW misses (for the moment as this is discussed for edition 3) the
> complexity of the interaction between HW and SW and the potentially
> unwanted emerging properties at system level. A simple example is the
> fact that isomorphism issues between HW architecture and SW
> architecture are even not foreseen. This a significant weakness. Any
> tentative to try to keep the two worlds so separated seems clearly not
> going to help to improve system safety.
>
> ·         Second, there is a heavy pressure on the market from the
> manufacturer’s side, to build a concept of “composability” of the
> equipment properties to automatically obtain the requested properties
> at system level, from both software and hardware components. This
> seems to be absurd and dangerous because of Gödel theorem.
>
>  
>
> I thus support this approach to talk about “complex design”. Knowing
> that complexity emerges very soon with apparently simple functionalities…
>
>  
>
> Bertrand Ricque
>
> Program Manager
>
> Optronics and Defence Division
>
> Sights Program
>
> Mob : +33 6 87 47 84 64
>
> Tel : +33 1 58 11 96 82
>
> Bertrand.ricque at sagem.com
>
>  
>
> *From:*systemsafety-bounces at lists.techfak.uni-bielefeld.de
> [mailto:systemsafety-bounces at lists.techfak.uni-bielefeld.de] *On
> Behalf Of *GRAZEBROOK, Alvery N
> *Sent:* Tuesday, March 10, 2015 4:33 PM
> *To:* Littlewood, Bev
> *Cc:* systemsafety at lists.techfak.uni-bielefeld.de
> *Subject:* Re: [SystemSafety] Software reliability (or whatever you
> would prefer to call it)
>
>  
>
> Hi Bev.
>
>  
>
> Thanks for addressing the issue of language / terminology.
>
>  
>
> In the world of embedded control systems, I have seen various attempts
> to dodge standards for design, by playing with the semantics around
> the word “Software”. There are two specific classes of dodging I can
> think of,
>
> 1.     – using programmable electronics or high-state digital
> circuitry and claiming that software design practices don’t apply. In
> civil aero world they introduced DO-254 in addition to DO-178 to cover
> this.
>
> 2.      – using data tables to describe behaviour, and claiming that
> only the table interpreter not the contents are software.
>
> I’m sure list members will think of other examples. If the language of
> the standards talked of “system behaviour” or “design behaviour”
> including Software, I think this would remove such issues.
>
>  
>
> My feeling is that it would be helpful to talk of “complex design”
> including the software, attached electronics, and if applicable
> complexities in the controlled equipment and “plant”, and consider the
> (systematic) design reliability of all of this. Separating the part
> that is labelled as “software” from its electronic and physical world
> context isn’t helpful.
>
>  
>
> This sits alongside the “traditional” component reliability approaches
> that deal with the (non-systematic) failure of equipment due to
> limited life, damage, random failure etc.
>
>  
>
> **Note: these are my personal opinions, not necessarily those of my
> employer**
>
>  
>
> Cheers,
>
>             Alvery.
>
>  
>
> *From:*systemsafety-bounces at lists.techfak.uni-bielefeld.de
> <mailto:systemsafety-bounces at lists.techfak.uni-bielefeld.de>
> [mailto:systemsafety-bounces at lists.techfak.uni-bielefeld.de] *On
> Behalf Of *Littlewood, Bev
> *Sent:* 10 March 2015 11:45 AM
> *To:* C. Michael Holloway
> *Cc:* systemsafety at lists.techfak.uni-bielefeld.de
> <mailto:systemsafety at lists.techfak.uni-bielefeld.de>
> *Subject:* Re: [SystemSafety] Software reliability (or whatever you
> would prefer to call it)
>
>  
>
> Hi Michael
>
>  
>
> Seems you /are/ speaking for Nick! (see his most recent posting) Of
> course the distinction you make here is an important one - I think we
> can all agree on that. Not least because our actions in response to
> seeing failures from them will be different (in the case of design
> faults - inc. software faults - we might wish to remove the offending
> fault).
>
>  
>
> But excluding design faults as a source of (un)reliability results in
> a very restrictive terminology. I realise that appealing to “common
> sense” in a technical discussion is often the last refuge of the
> scoundrel… But I don’t think that the man in the street, contemplating
> his broken-down car (in the rain - let’s pile on the pathos!), would
> be comforted to be told it was not unreliable, it just had
> /design/ faults.
>
>  
>
> And, of course, your interpretation seems to rule out the contribution
> of human fallibility (e.g. pilots) to the reliability and/or safety of
> systems. This seems socially unacceptable, at least to me. 
>
>  
>
> Cheers
>
>  
>
> Bev
>
>  
>
>  
>
>     On 10 Mar 2015, at 10:34, C. Michael Holloway
>     <c.m.holloway at nasa.gov <mailto:c.m.holloway at nasa.gov>> wrote:
>
>      
>
>     I can't speak for Nick, but I object to the use of the term
>     "reliability" being applied to anything other than failures (using
>     the term loosely) resulting from physical degradation over time. 
>     I believe it is important to maintain a clear distinction between
>     undesired behavior designed into a system, and undesired behavior
>     that arises because something ceases to function according to its
>     design.  (Here "designed / design" is used broadly.  It includes
>     all intellectual activities from requirements to implementation.)
>
>     --
>
>     /*c*//*M*//*h*/
>
>     *C. Michael Holloway*
>     The words in this message are mine alone; neither blame nor credit
>     NASA for them.
>
>      
>
>     On 3/10/15 5:50 AM, Peter Bishop wrote:
>
>         Now I think I understand your point.
>         You just object to the term *software* reliability
>
>         If the term was *system* reliability in an specified
>         operational environment, and the system contained software
>         and the failure was always caused by software
>         - I take it that would be OK?
>
>         A alternative term like *software integrity* or some such
>         would be needed to describe the property of being correct or
>         wrong on a given input.
>         (In a lot of mathematical models this is represented as a
>         "score function" that is either true or false for each
>         possible input)
>
>         Peter Bishop
>
>         Nick Tudor wrote:
>
>         Now back in the office...for a short while.
>
>         Good point David - well put. 
>         I would have responded: There exists a person N who knows a
>         bit about mathematics.  Person N applies some mathematics and
>         asserts Truth.  Unfortunately, because of the incorrect
>         application of the mathematics, the claims N now makes cannot
>         be relied upon.  The maths might well be correct, but the
>         application is wrong because - and I have to say it yet again
>         - the application misses fails to acknowledge that it is the
>         environment that is random rather than the software.  Software
>         essentially boils down to a string of one's and nought's.
>         Given the same inputs (and that always comes from the chaotic
>         environment) then the output will always be the same.  It
>         therefore makes no sense to talk about 'software reliability'.
>
>         Nick Tudor
>         Tudor Associates Ltd
>         Mobile: +44(0)7412 074654
>         www.tudorassoc.com <http://www.tudorassoc.com/>
>         <http://www.tudorassoc.com> <http://www.tudorassoc.com/>
>         *
>         *
>         *77 Barnards Green Road*
>         *Malvern*
>         *Worcestershire*
>         *WR14 3LR**
>         Company No. 07642673*
>         *VAT No:116495996*
>         *
>         *
>         *www.aeronautique-associates.com
>         <http://www.aeronautique-associates.com>
>         <http://www.aeronautique-associates.com>
>         <http://www.aeronautique-associates.com/>*
>
>         On 9 March 2015 at 12:26, David Haworth
>         <david.haworth at elektrobit.com
>         <mailto:david.haworth at elektrobit.com>
>         <mailto:david.haworth at elektrobit.com>
>         <mailto:david.haworth at elektrobit.com>> wrote:
>
>             Peter,
>
>             there's nothing wrong with the mathematics, but I've got
>             one little nit-pick about its application in the real world.
>
>             The mathematics you describe gives two functions f and g,
>             one of which is the model, the other is the implementation.
>
>             In practice, your implementation runs on a computer and so
>         the
>             domain and range are not "the continuum". If your model is
>         mathematical
>             (or even runs on a different computer), the output of one
>         will
>             necessarily be different from the output of the other. That
>             may not be a problem in the discrete sense - you simply
>         specify a
>             tolerance t > 0 in the form of:
>
>             Corr-f-g(i) = 0 if and only if |f(i)-g(i)| < t
>
>             etc.
>
>             The problem becomes much larger in the real world of control
>             systems where the output influences the next input of the
>             sequence. The implementation and the model will tend to drift
>             apart. In the worst case what might be nice and stable in the
>             model might exhibit unstable behaviour in the implementation.
>
>             You're then in the subject of mathematical chaos, where a
>             perfectly deterministic system exhibits unstable and
>         unpredictable
>             behaviour. However, this email is too small to describe
>         it. :-)
>
>             Cheers,
>             Dave
>
>             On 2015-03-09 11:48:57 +0100, Peter Bernard Ladkin wrote:
>              > Nick,
>              >
>              > Consider a mathematical function, f with domain D and
>         range R.
>             Given input i \in D, the output is f(i).
>              >
>              > Consider another function, g, let us say for simplicity
>         with the
>             same input domain D and range R.
>              >
>              > Define a Boolean function on D, Corr-f-g(i):
>              >
>              > Corr-f-g(i) = 0 if and only if f(i)=g(i);
>              > Corr-f-g(i) = 1 if and only if f(i) NOT-EQUAL g(i)
>              >
>              > If X is a random variable taking values in D, then
>         f(X), g(X) are
>             random variables taking values in
>              > R, and Corr-f-g(X) is a random variable taking values
>         in {0,1}.
>              >
>              > If S is a sequence of values of X, then let Corr-f-g(S)
>         be the
>             sequence of values of Corr-f-g
>              > corresponding to the sequence S of X-values.
>              >
>              > Define Min-1(S) to be the least place in Corr-f-g(S)
>         containing a
>             1; and to be 0 if there is no such
>              > place.
>              >
>              > Suppose I construct a collection of sequences S.i, each
>         of length
>             1,000,000,000, by repeated
>              > sampling from Distr(X). Suppose there are 100,000,000
>         sequences I
>             construct.
>              >
>              > I can now construct the average of Min-1(S) over all the
>             1,000,000,000sequences S.i.
>              >
>              > All these things are mathematically well-defined.
>              >
>              > Now, suppose I have deterministic software, S. Let f(i)
>         be the
>             output of S on input i. Let g(i) be
>              > what the specification of S says should be output by S
>         on input
>             i. Corr-f-g is the correctness
>              > function of S, and Mean(Min-1(S)) will likely be very
>         close to
>             the mean time/number-of-demands to
>              > failure of S if you believe the Laws of Large Numbers.
>              >
>              > I have no idea why you want to suggest that all this is
>             nonsensical and/or wrong. It is obviously
>              > quite legitimate well-defined mathematics.
>              >
>              > PBL
>              >
>              > Prof. Peter Bernard Ladkin, Faculty of Technology,
>         University of
>             Bielefeld, 33594 Bielefeld, Germany
>              > Je suis Charlie
>              > Tel+msg +49 (0)521 880 7319  www.rvs.uni-bielefeld.de
>         <http://www.rvs.uni-bielefeld.de/>
>             <http://www.rvs.uni-bielefeld.de>
>         <http://www.rvs.uni-bielefeld.de/>
>              >
>              >
>              >
>              >
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>
>             --
>             David Haworth B.Sc.(Hons.), OS Kernel Developer      
>         david.haworth at elektrobit.com
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>
> _______________________________________________
>
> Bev Littlewood
> Professor of Software Engineering
> Centre for Software Reliability
> City University London EC1V 0HB
>
> Phone: +44 (0)20 7040 8420  Fax: +44 (0)20 7040 8585
>
> Email: b.littlewood at csr.city.ac.uk <mailto:b.littlewood at csr.city.ac.uk>
>
> http://www.csr.city.ac.uk/
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