http://fivethirtyeight.com/features/55-conversations-later-heres-what-our-data-and-society-podcast-taught-me/
Some topics here you may find of interest. Perhaps we should livestream
the Friday morning sessions. Well, some and even just parts of that.
Tom (in Kuala Lumpur, soon headed to Penang
All three (Aaron Clauset and Cosma R. Shalizi and Mark E. J. Newman) have
given great courses at the SFI summer school.
On Tue, Dec 13, 2016 at 8:41 PM, Nick Thompson
wrote:
> Hi, Russell S.,
>
> It's a long time since the old days of the Three Russell's, isn't it?
>
Don't think about choosing. The axiom of choice says that there is a function
from each set (subset) to an element of itself, as I recall.
Frank
Frank C. Wimberly
140 Calle Ojo Feliz
Santa Fe, NM 87505
wimber...@gmail.com wimbe...@cal.berkeley.edu
Phone: (505) 995-8715 Cell: (505)
Ack! Well... I guess now we're in the muck of what the heck probability and
statistics are for mathematicians vs. scientists. Of note, my understanding
is that statistics was a field for at least a few decades before it was
specified in a formal enough way to be invited into the hallows of
And I completely agree with Eric. But we can language it real simply and
intuitively by just looking at what a probability space is. For further
simplicity lets keep it to a finite probability space. (Neither a finite
nor an infinite one says anything about "time".)
A finite probability space
Hi Glen, et al,
Thanks for cashing mu $0.02 check. :-)
When I wrote that "but it doesn't have to be" I wasn't asserting that
probability theory is devoid of events. Events are fundamental to
probability theory. They are the outcomes to which probability is
assigned. In a nutshell, the
Well, sure. But the point is that the axiom of choice asserts, merely, the
existence of the ability to choose a subset. They call them "choice
functions", as if there exists some "chooser". But there's no sense of time
(before the choice function is applied versus after it's applied). The
A message from Yaneer:
In Memoriam: Thomas C. Schelling
December 13, 2016
Tom Schelling, master of the important idea in a complex world, passed
away, Tuesday, December 13, 2016. His work on mutual assured destruction
and on segregation showed he knew what the most important questions were
and
Glen,
Okay, given some of the later postings against the original question, I am
thinking that your question may have morphed or that I have completely
misunderstood what you are asking. Not sure. For example, somehow we have
gone from probability theory and its ontological status to the
Thanks so much for the memory--one of my first aha! moments as I discovered
Complexity science was watching Schelling's segregation ABM.
On Wed, Dec 14, 2016 at 5:29 PM, Stephen Guerin wrote:
> A message from Yaneer:
>
>
> In Memoriam: Thomas C. Schelling
>
Well, my question hasn't been addressed satisfactorily. But I sincerely
appreciate all the different ways everyone has tried to talk about it. My
question is about language, not math or statistics. I'm adept enough at those.
What I'm having trouble with in the argument (the guy's name is
On Tue, Dec 13, 2016 at 08:41:12PM -0700, Nick Thompson wrote:
> Hi, Russell S.,
>
> It's a long time since the old days of the Three Russell's, isn't it? Where
> have all the Russell's gone? Good to hear from you.
>
> This has been a humbling experience. My brother was a mathematician and
Ah, the mortality is getting thick. My high school buddy Aaron had a fatal
massive heart attack in August. My sister-in-law Mimi succumbed to cancer
on October 30 while I was flying back from visiting her and my brother.
Dave Weininger, master of chemical information, passed away on November 2.
Yes, having left Carnegie Mellon in 1998 I occasionally inquire about
former colleagues only to learn that they are deceased. Fienberg's office
was down the hall from mine but I didn't know him well. On the other hand
I can count about 10 whom I did know well. Most were younger than I.
Did you
Hey Glen,
Yes, on the first issue with respect to the Axiom of Choice, I think the
word "choice" there does not map one-for-one to the same word used in
probability theory. I think the two concepts are mutually exclusive, but
this may be beyond my "pay grade" to worry or talk about. 蘿
However, I
You're right, Roger. We must pay more attention to the dearest live ones.
On Wed, Dec 14, 2016 at 7:45 PM, Roger Critchlow wrote:
> Ah, the mortality is getting thick. My high school buddy Aaron had a
> fatal massive heart attack in August. My sister-in-law Mimi succumbed to
>
All the old men (and women) are dying!
Is it a sign or is it a portent of things to come that Leonard Cohen and
Fidel Castro both checked out soon with the election!?
Thanks Roger for letting us know about Weininger and Fienberg... I
hadn't heard.
On 12/14/16 7:45 PM, Roger Critchlow
Ha! Yay! Yes, now I feel like we're discussing the radicality (radicalness?)
of Platonic math ... and how weird mathematicians sound (to me) when they say
we're discovering theorems rather than constructing them. 8^)
Perhaps it's helpful to think about the "axiom of choice"? Is a
Thanks! Everything you say seems to land squarely in my opponent's camp, with
the focus on the concept of an action or event, requiring some sort of
partially ordered index (like time). But you included the clause "but doesn't
have to be". I'd like to hear more about what you conceive
Yeah. I think the blurbs I read talk sugested them. YAR!
Their was some other company I can't remember the name of sugested in my
search. They're working with google somehow so as Google-Voice works with
them somehow. One part of the issue is these guys (illegally) use fake
names and numbers.
The
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