The Glory Beyond: David Berlinski's Elementary Mathematics

A video circulating on the Internet tries to show why atheism, compared to theism, is the smart opinion to adopt. The videographer presents his case by stringing together fifty distinguished scientists and philosophers in a series of interviews, all giving their assent to the view that the entirety of existence may be explained in reductive materialist terms. You're supposed to be impressed not by the wisdom of anything that's said -- because no one says anything memorably wise -- but by the prestige of the job descriptions, titles, awards and academic affiliations that appear in quick succession in a corner of the screen.

Typical is Oxford University mathematician Marcus du Sautoy, pictured walking briskly through a cemetery. He recalls how as a boy he sang in a church choir. "There was a lot of talk of souls, and spirits and things, and by the time I was 13 I realized the whole thing was pretty illogical. I mean" -- he says this with a little "Well, duh!" sort of comical grimace -- "I am just flesh and blood."

In their grasp of what religious faiths claim, you don't get the impression that any other of the fifty academicians in the video has got beyond what he thought he knew at age 13. They all seem united by a condition of callow spiritual adolescence to which even the briskness of du Sautoy's stride bears subtle testimony. Being in a cemetery, surrounded by the mystery of death, is one of those experiences that prompts sensitive people to wonder if some things in our lives are really like fingers pointing us to hidden truths or meanings beyond the plane, the given, the literal and the material. Passing among the houses of the dead calls, if nothing else, for a slower, more contemplative pace.

Probably a certain blindness or deafness to such things confers an advantage in specialized academic work. It keeps you focused on the tiny problems before you. A very different kind of mathematician or other scientific thinker would have an ear open to the musica universalis , if you know anything about David Berlinski -- Berlinski won't say.

Absolutely Elementary Mathematics, or AEM as he abbreviates it, begins with and in a sense is encompassed by the act of counting by one. How can we justify even so seemingly simple an act as adding two numbers together and relying on the result?

Origin Of Exponents - News


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The Glory Beyond: David Berlinski's Elementary Mathematics
The Glory Beyond: David Berlinski's Elementary Mathematics

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Origin Of Exponents - Bookshelf

Handbook of dynamical systems

Handbook of dynamical systems

Diffeomorphisms with nonzero exponents on the 2-torus The first example of a ... of the origin, have zero exponents and thus, GT2 is a not an Anosov map. ...

Britain on the edge of Europe

Britain on the edge of Europe

Correlation of the origin distance exponents with tonnage per person and with generalized accessibility yielded almost identical levels of association. ...

Frontiers in condensed matter physics research

Frontiers in condensed matter physics research

There are evidences that the experimental data lead to different exponents for the conductivity within a temperature window[38]. To explore the origin of ...

English essayists, a reader's handbook

English essayists, a reader's handbook

ENGLISH ESSAYISTS I. ORIGIN AND EARLY EXPONENTS THE essay is, of course, not peculiarly the product of England. Writings resembling modern es- > says may be ...

Nonlinear dynamics and statistics

Nonlinear dynamics and statistics

13.5 Spurious Lyapunov Exponents As discussed in the introduction, a side-effect of ... matrix we can hope to explain the origin of the spurious exponents. ...

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