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Groups > comp.sys.intel > #598
| From | Eric Stevens <eric.stevens@sum.co.nz> |
|---|---|
| Newsgroups | alt.comp.os.windows-10, comp.sys.intel, alt.windows7.general |
| Subject | Re: Intel CPU prices going up? |
| Message-ID | <treosd5ejaur9lukgnc089fs5mqul467rm@4ax.com> (permalink) |
| References | (7 earlier) <pqcsm3$1mg5$1@gioia.aioe.org> <id5lsd5tff5d6ulcq47egmc0ithvfjrauj@4ax.com> <RSFyD.407738$8r2.303045@fx34.iad> <mkpnsdl7ns0s4nmmbheesh0lvp9eugqrnd@4ax.com> <AvSyD.67116$un2.51624@fx14.iad> |
| Organization | Forte - www.forteinc.com |
| Date | 2018-10-21 21:55 +1300 |
Cross-posted to 3 groups.
On Sat, 20 Oct 2018 23:37:03 -0400, Wolf K <wolfmac@sympatico.ca> wrote: >On 2018-10-20 22:41, Eric Stevens wrote: >> On Sat, 20 Oct 2018 09:14:23 -0400, Wolf K <wolfmac@sympatico.ca> >> wrote: >> >>> On 2018-10-19 23:06, Eric Stevens wrote: >>> [...] >>>> I was merely explaining my mathematical background. >>> [...] >>> >>> Does that include chaos theory and fractals? >> >> Nope. I was too early for that but I have read some of the >> introductory materials by Lorenz and Poincarre. But that was a long >> time ago. > >Ah, that explains why you believe that statistical analysis is enough to >refute claims of anthropogenic global warming. No! Nonsense! I don't believe that at all. Quite the reverse in fact. From what I have read I suspect some quite shonky statistical analysis has been used to support claims of anthropogenic global warming. I don't know enough to properly reach that conclusion myself the poor quality of statistics in much work related to climate study has been heavily criticised by people who are qualified to do so. e.g. McKittrick, and Wegman. See https://en.wikipedia.org/wiki/Wegman_Report > >I not only read "introductory materials", I constructed and ran models >of simple chaotic systems as described in some of the texts. I did so >because hands-on is the only way to understand what the math means [1]. >(Sidebar: one of the models produced a lovely parabola, randomly placed >spot by randomly placed spot, as the system cycled through its >states.the parabola began to emerge at around 500 iterations, but was >still visibly gappy after 5,000.) I got that far on a computer many years, more as entertainment than anything else. > >Take-away 1: Any system of three or more entities that mutually >influence each other is a chaotic system. > >Take-away 2: One can compute any given state of such a system directly >from its initial state at T(0). You have to calculate its state at T(1), >T(2), T(3),... T(N-2), T(N-1). (That is, the system cannot be described >by a set of equations such that its state at T(N) is function of N.) > >Take-away 3: The systems that matter most to us human beings are mostly >chaotic. The weather. The climate. The economy. The ecosystems that >supply us with food. The social systems that enable us to live decent >lives. Our health. Traffic on motorways. And so on. Yep. Which causes some people to ask why it is thought possible to model climate. > >Footnote [1]: A set of numbers is meaningless without a context. Suppose >I tell you that the median score on a school test was 76 correct out of >one hundred. Is that good or bad or somewhere in between? How would you >decide? Since you claim you are able "check the raw data", you should be >able to answer those questions with no trouble at all. > THats meaningless on its own. -- Regards, Eric Stevens
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