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$16.90
21. Alishev C. x. Bulgarian-Kazan
$8.95
22. Variance amplification and the
 
23. The Return of Sacred Architecture:
 
24. Golden Ratio
 
$2.90
25. Golden Section: An entry from
26. Fibonacci Trading, Chapter 1:
$9.99
27. The Golden Mean or Ratio[(1+sqrt(5))/2]
 
28. Golden ratio geometry: A book
 
29. A key to golden ratio geometry
30. Golden Ratio: Mathematics, Irrational
 
31. Approximating the mean waiting
 
32. The Golden Ratio - Story Of Phi,
 
33. The Golden Ratio The Story of
 
34. Discover it!: Fractions, area,
 
35. Beyond the Golden Ratio
 
36. The Golden Ratio: The Story of
$16.99
37. The Golden Section: An Ancient
$159.00
38. Number Theory and the Periodicity
 
$2.90
39. Nature: An entry from Macmillan
 
$5.90
40. GEOMETRY AND PLANNING: An entry

21. Alishev C. x. Bulgarian-Kazan and the Golden ratio in the XIII-XVI in / Alishev S.Kh. Bolgaro-kazanskie i zolotoordynskie otnosheniya v XIII-XVI v
by Alishev S.
Hardcover: Pages (2009)
-- used & new: US$16.90
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Asin: 5298018416
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22. Variance amplification and the golden ratio in production and inventory control [An article from: International Journal of Production Economics]
by S.M. Disney, D.R. Towill, W. van de Velde
Digital: Pages (2004-08-18)
list price: US$8.95 -- used & new: US$8.95
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Asin: B000RR0PL0
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Editorial Review

Product Description
This digital document is a journal article from International Journal of Production Economics, published by Elsevier in 2004. The article is delivered in HTML format and is available in your Amazon.com Media Library immediately after purchase. You can view it with any web browser.

Description:
A discrete linear control theory model of a generic model of a replenishment rule is presented. The replenishment rule, which we term a ''Deziel Eilon-automatic pipeline, inventory and order-based production control system'', is guaranteed to be stable. From a z-transform model of the policy, an analytical expression for bullwhip is derived that is directly equivalent to the common statistical measure often used in simulation, statistical and empirical studies to quantify the bullwhip effect. This analytical expression clearly shows that we can reduce bullwhip by taking a fraction of the error between the target and actual inventory and pipeline (or work in progress (WIP) or ''orders placed but not yet received'') positions. This is in contrast to the common situation where ordering policies account for all of the error every time an order is placed. Furthermore, increasing the average age of the forecast reduces bullwhip, as does reducing the production/distribution lead-time. We then derive an analytical expression for inventory variance using the same procedure to identify the closed form bullwhip expression. We assume that a suitable objective function is linearly related to the bullwhip and inventory variance amplification ratios and then optimise the PIC system for different weightings of order rate and inventory level variance. We highlight two forms of the objective function, one where ''the golden ratio'' can be used to determine the optimal gain in the inventory and WIP feedback loop and another that allows the complete range of possible solutions to be visualised. It is interesting that the golden ratio, which commonly describes the optimum behaviour in the natural world, also describes the optimal feedback gain in a production and inventory control system. ... Read more


23. The Return of Sacred Architecture: The Golden Ratio and the End of Modernism
 Unknown Binding: Pages (2007-01-01)

Asin: B001UN4DYU
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24. Golden Ratio
by MarioLivio
 Paperback: Pages (2002)

Asin: B003LJU70A
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25. Golden Section: An entry from Macmillan Reference USA's <i>Macmillan Reference USA Science Library: Mathematics</i>
by Philip Edward Koth, William Arthur Atkins
 Digital: 3 Pages (2002)
list price: US$2.90 -- used & new: US$2.90
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Asin: B002676SGU
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Editorial Review

Product Description
This digital document is an article from Macmillan Reference USA Science Library: Mathematics, brought to you by Gale®, a part of Cengage Learning, a world leader in e-research and educational publishing for libraries, schools and businesses.The length of the article is 526 words.The article is delivered in HTML format and is available in your Amazon.com Digital Locker immediately after purchase.You can view it with any web browser.Explores the functions of math in daily life, as well as its role as a tool for measurement, data analysis, and technological development. This illustrated set also explains basic concepts of math and geometry, and provides information on historical milestones, notable mathematicians, and today's career choices. ... Read more


26. Fibonacci Trading, Chapter 1: Fibonacci Numbers and the Golden Ratio
by Carolyn Boroden
Kindle Edition: Pages (2008-02-25)
list price: US$6.95
Asin: B00366BUWC
Average Customer Review: 3.5 out of 5 stars
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This chapter comes from  Fibonacci Trading, which shows you how to identify numeric clusters and measure timing signals, in order to achieve the highest rate of profitable trades. Filled with real-world trading situations, the book combines classic trading concepts and Fibonacci analysis to enable you to take advantage of the naturally occurring and recurring patterns within the market. ... Read more

Customer Reviews (21)

3-0 out of 5 stars Lots of examples, little useful information
This book was a fairly substantial disappointment. The vast bulk of it consists of repetitive, fairly uninformative examples, and a very small part of it is useful process. Most of the time and price projections can be summarized as "run lots of Fibonacci projections" (my quotes).

Some of the examples seem particularly contrived because the choice of swings used for a particular projection worked out perfectly, but other swings could just as easily have been chosen (and weren't) which would not have resulted in such accurate predictions. One example of a trade setup (Figure 14-1, p. 219) uses a single symmetry price projection as a trade entry signal. I am admittedly a far less experienced trader as the author, but I have to seriously question who would ever use one price projection as a high confidence signal to enter a trade even given the appropriate triggers.

The process -- once it's detailed -- is, by the author's admission, tailored for intraday trading. No mention is made of Elliott wave or Gann theory. The only technical indicators discussed (very briefly) are the exponential moving average and the Commodity Channel Index (CCI). Chapter 16: Putting it All Together is, by far, the most instructive, but, honestly, it's just a summary of the previous 268 pages.

So, overall, although it contains many example charts, I would consider the book pedagogically weak. If you know nothing about Fibonacci projections or are familiar with the use of Fibonacci price projections, but not time projections, then the book is probably far more valuable than I make it out to be, and I would give it 4 stars in that situation.

4-0 out of 5 stars enjoyed the book, learned a few things
Carolyn Boroden has done a great job on this book.The book is setup with examples after examples after examples with limited text.She tries to show you what the setups look like and whats Fibonacci setup is needed.This is not a book where you simply sit down and read it. It is a visual book where you spend a considerable amount of time studying the chart and trying to learn the methods.I enjoyed the book and learned a few Fibonacci setups that I did not know prior.....If you are looking for a more formal book (i.e more text less graphs) I would recommend Connie Brown Fibonacci book. I like them both and consider them as important books in my library.

3-0 out of 5 stars Fibonacci trading, everything I needed to know about it
I bought this book because I wanted to know more about Fibonacci analysis. I use a lot of TA tools and I like studying price graphs with these indicators. I frequently saw other TA analysts using these weird Fibonacci numbers, but I could not really figure out the logic behind those numbers. That's why I bought this book.

Carolyn clearly explains the way one can use the Fibonacci numbers to analyse and predict price movements. The book is full of large price graphs with clear explanations above/below the price graphs. Apparently, one can use these Fibonacci numbers to calculate price retracements to measure support/resistance. The numbers can also be applied to measure price extensions, to make forecasts. Another use are the Fibonacci time extensions, which I still find a bit hard to believe they have predictive power.

The author will also show you some of her trade setups and indicators she uses to (day)trade. She explains how to use the 14-50 bar CCI setup combined with a 34 EMA. This one is pretty easy to use and backtest for the readers of the book. There is also a bit of commercial stuff in for the Dynamic Trader software. As one reader explained in his comments below, this software costs over $1.500 ...

I also liked here reference to Ninjatrader at the end of the book. Before I red this book I hadn't even heard of those guys, and now I'm doing all my backtesting with them, simply because the offer there software for free. Great tip!

In conclusion: If you want to find out more about Fibonacci numbers, this book is a great place to go.

4-0 out of 5 stars Not bad if you are looking for a Fibonacci trading book
If you are looking for a Fibonacci price projection book, this is probably your best buy. It is using Dynamic Trader software, but the methods are easily implemented using pen and paper as well so there is no black box methodology. But be aware that all Fibonacci books are kind of fuzzy.

I have also read Fibonacci Analysis (Bloomberg Professional) and I would rank the book by Boroden higher. This other book might be more advanced but also more fuzzy, i.e. not all information is disclosed.

Miner's High Probability Trading Strategies: Entry to Exit Tactics for the Forex, Futures, and Stock Markets (Wiley Trading) also has a good section on Fibonacci. That might be a sufficient primer for most people. However, the approach of Boroden and Miner is similar. Not surprising since Boroden is actually using software developed my Miner. How much extra information do you get in Boroden? Nothing really on using Fibonacci to forecast future turning points. There are however some further points about trade set-up's in Boroden. Yet another book that I liked was Harmonic Trading, Volume One: Profiting from the Natural Order of the Financial Markets

I have written several short reviews on trading books. The best way is to compare the score on the books I've read. Many reviews on amazon.com are just glorious 5 star reviews. I use all five categories; sorry but everything isn't "great". Books rated 5 are very good. Books rated 4 are good solid books well worth reading. Books rated 3 can be bought by some people who read a lot or have very specific needs. Books rated 1 or 2 I would not recommend buying or reading. Naturally all in my humble opinion.

5-0 out of 5 stars Worth it.
Following some of the examples can be a little tricky because they use dates and options that have expired or are in the past.

Otherwise an excellent book on the Fibs. ... Read more


27. The Golden Mean or Ratio[(1+sqrt(5))/2]
by Jerry Bonnell
Paperback: 70 Pages (2010-07-06)
list price: US$9.99 -- used & new: US$9.99
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Asin: B003YH9J5S
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The Golden Mean or Ratio[(1+sqrt(5))/2] is presented here in a high quality paperback edition. This popular classic work by Jerry Bonnell is in the English language. If you enjoy the works of Jerry Bonnell then we highly recommend this publication for your book collection. ... Read more


28. Golden ratio geometry: A book of research
by Joan Moore
 Unknown Binding: 52 Pages (1996)

Isbn: 0952871602
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29. A key to golden ratio geometry
by Joan Moore
 Unknown Binding: 74 Pages (1998)

Isbn: 0953190811
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30. Golden Ratio: Mathematics, Irrational number, Mathematical constant, Phidias, Algebraic number, Golden rectangle, Plato, Euclid, Fibonacci, Luca Pacioli, Johannes Kepler, Charles Bonnet, Roger Penrose
Paperback: 260 Pages (2009-09-21)
list price: US$101.00
Isbn: 613004061X
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Golden ratio. Mathematics, Irrational number, Mathematical constant, Phidias, Algebraic number, Golden rectangle, Plato, Euclid, Fibonacci, Luca Pacioli, Johannes Kepler, Charles Bonnet, Roger Penrose, Leonardo da Vinci, Parthenon, Canons of page construction, History of aesthetics (pre-20th-century), Continued fraction, Golden triangle (mathematics), Algebraic number field, Pisot?Vijayaraghavan number, Hyperbolic geometry, Equilateral triangle ... Read more


31. Approximating the mean waiting time under the golden ratio policy (Research report RC. International Business Machines Corporation. Research Division)
by Thomas K Philips
 Unknown Binding: 8 Pages (1988)

Asin: B00071EKAI
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32. The Golden Ratio - Story Of Phi, The World's Most Astonishing Number
by Mario Livio
 Paperback: Pages (2003-01-01)

Asin: B002678PKC
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33. The Golden Ratio The Story of PHI the Worlds Most Astonishing Number
 Paperback: Pages (2003)

Asin: B0038PJ6PY
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34. Discover it!: Fractions, area, perimeter, Pythagoras, golden ratio, limits
by Manuel Dominguez
 Unknown Binding: 32 Pages (1986)

Asin: B00072XS4G
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35. Beyond the Golden Ratio
by Daljit S. Jandu
 Unknown Binding: 200 Pages (2008-02-07)

Isbn: 1933773588
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36. The Golden Ratio: The Story of Phi, the World's Most Astonishing Number
by Mario Livio
 Paperback: Pages (2002-01-01)

Asin: B002EDWN42
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37. The Golden Section: An Ancient Egyptian and Grecian Proportion
by Steven L Griffing
Paperback: 216 Pages (2007-11-19)
list price: US$19.99 -- used & new: US$16.99
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Asin: 1425729509
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38. Number Theory and the Periodicity of Matter
by Jan C. A. Boeyens, Demetrius C. Levendis
Paperback: 374 Pages (2010-11-30)
list price: US$159.00 -- used & new: US$159.00
(price subject to change: see help)
Asin: 9048176921
Average Customer Review: 5.0 out of 5 stars
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Editorial Review

Product Description

This book presents a fully scientific account of the use of the golden ratio. It explores the observation that stable nucleides obey a number theory based general law. The discovery described in this book could be of seminal significance, also in other fields where the golden ratio is known to be of fundamental importance.

... Read more

Customer Reviews (2)

5-0 out of 5 stars The prime number cross revendicated
Some years ago the German doctor of chemistry Peter Plichta published a revolutionary theory in which he is claiming matter and energy to be encoded in numbers. Because the style of Plichta_s writings, see God's Secret Formula: The Deciphering of the Riddle of the Universe and the Prime Number Code, was not always appropriate for scientific argumentation, he could not overcome the initial resistance to his ideas and was seen by the multitude as a mere crank. It was even not advisable to refer to Plichta in a serious scientific paper

Therefore, this book by Jan Boeyens, one of the leading professors of theoretical chemistry, and his coauthor is an extraordinary event, indeed the Newest Kind of Science, see also Chemistry from First Principles. We can be sure that in some years any student of chemistry and physics will be confronted with this new way of thinking, rooted in Plichta's original idea of the prime number cross.

5-0 out of 5 stars Important insights in the physical basis of natural numbers
Excerpt: Of all the great innovations and intellectual achievements of mankind there is nothing that rivals the invention of counting and discovery of the number system. The way in which this discovery led to the development of abstract higher mathematics is the least of its merits, compared to the universal fascination that the natural numbers hold for all people. Numbers are at the roots of magic, superstition, religion and science. Numerologists can interpret great historical and cosmic events, predict the future and explain human nature. Better informed, sophisticated people may frown upon and ridicule such claims, but the number of incidents that link numbers to physical effects is simply too large to ignore as mere coincidence. It is in cases like these that the more respectable number theory is substituted for numerology.
Although it is recognized as the most fundamental branch of mathematics, the vocabulary of number theory includes concepts such as prime number, perfect number, amicable number, square number, triangular number, pyramidal number, and even magic number, none of which sounds too scientific and may suggest a different status for the subject. Not surprisingly, number theory remains the pastime of amateurs and professionals alike -- all the way from the great Gauss down. It may be claimed that abstract number theory is loftier than mundane science, never to be degraded into a servant of physical theory. Even so, a constant stream of books rolls from the printing presses of the world, extolling the wonderful synergy that exists between Fibonacci numbers, the golden ratio and self-similar symmetry on the one hand, with works of art (e.g. Da Vinci), architecture (Parthenon), biological growth, classical music and cosmic structure, on the other.
Despite claims to the contrary some of the profound insights into the understanding of the world were directly inspired by numbers. The best known example is the realization by Pythagoras that harmonious music, produced by a stringed instrument, is dictated by a sequence of rational fractions, defined in terms of natural numbers. Armed with this insight he noted a parallel numerical regularity in the motion of heavenly bodies, could hear the music of the spheres, and concluded: all is number. Quite remarkably, modern astronomy has confirmed, but cannot explain, the numerical sequence that regulates the orbital motion of the planets in the solar system. The well-known, but often ridiculed, Bode--Titius law correctly predicted all planetary orbits, leaving a single gap, where the asteroid belt was subsequently discovered, and also predicted the correct orbit for the unknown planet Pluto. The rings of Saturn are found to obey the same law, which, however, is still treated by the academic world as no more than entertaining coincidence.
Another entertaining coincidence was discovered by the high-school teacher Johann Balmer, in the form of a simple numerical formula, which accounted for the spectrum of light emitted by incandescent atomic matter,that continued to baffle the physicists of the world. Thirty years later Niels Bohr, on the basis of Balmer's formula, managed to construct the first convincing model of the atom and introduced the quantum theory into atomic physics. The quantum mechanics that developed from Bohr's model managed to extend the Balmer formula into a complete description of atomic structure on the basis of five sets of (integer and half-integer) quantum numbers.
The quantum numbers held out the immediate promise of accounting for the most fundamental concept of chemistry, known as the Periodic Table of the Elements, described by one of its discoverers, Alexandre-Emile de Chancourtois, in the statement: the properties of the elements are the properties of numbers. Although the quantum-mechanical explanation of elemental periodicity was only partially successful, the scientific world stopped looking (1926) for the numbers of de Chancourtois, until the chance discovery of these numbers by the present authors (2001).
In the interim, the development of atomic theory had been prodigious and impressive. It saw the identification of atomic species, called isotopes or nuclides, not included in the periodic classification, and of antimatter, the mirror image of ordinary matter. Once the proper numerical basis of the periodic classification had been spotted, all the new forms of atomic matter now find their proper place in the extended periodic classification. Number theory and the Periodicity of Matter deals with this discovery, its background, significance and predictions. The consequences are enormous. It shows why periodicity cannot be fully described by the quantum theory of electrons. The role of protons and neutrons, the other stable sub-atomic particles, are of equal importance. Only by taking the number of all these particles (called nucleons) into account is it possible to rationalize many aspects of atomic and nuclear physics. These aspects include nuclear synthesis, cosmic abundance of nuclides, nuclear stability, radioactive decay, nuclear spin and parity, nuclear size and shape, details of neutron scattering and superconductivity. At this stage the discovery is at the same level as that of Balmer, with all the science that it promises to produce still in the future.
New ideas on the theme have been communicated at several international conferences and as postgraduate lecture series at the University of Pretoria, South Africa, and of Heidelberg, Germany. The single idea received most enthusiastically was the decisive role of algebraic number theory, the Fibonacci series, the Farey sequence and the golden ratio in shaping the grand periodic system in a closed topological space, best described by the geometry of a Möbius strip. That explains why the packing of nucleons in an atomic nucleus follows the same pattern as the arrangement of florets in a flower head and why only special elements turn superconducting on cooling.
The haunting question, which is constantly insinuated but never answered conclusively, concerns the nature of the natural numbers. Have they been invented or discovered by humans? In other words, do numbers have an independent existence outside of the human mind? The answer to this question is non-trivial and probably of decisive importance for the future development of both science and mathematics. At this stage it is not even clear where to look for understanding -- the abstract or the mundane, or where the twain shall never meet.
The theme of this book is to explore the consequences of the serendipitous discovery that stable nuclides obey the same periodic law as the chemical elements; both laws are rooted in elementary number theory. The nature of the discovery is such that, from the related periodic structures that occur in the natural numbers, as well as atomic matter, fundamental details about the electronic configuration of atoms and the baryonic arrangement in atomic nuclei can be derived, without the use of higher mathematics. A high degree of self-consistency substantiates the basic thesis from internal evidence, without assumption. This self-consistency includes convergence of nucleon distribution to the golden ratio and a natural limit on the number of elements and nuclides which are stable against radioactive decay. On this basis all observed properties of atoms and atomic nuclei can be understood as characteristic of a number system defined on a closed interval.
The key to understanding of atomic matter through number theory exists therein that atoms consist of whole numbers of protons, neutrons and electrons. The ratio of protons to neutrons in any nuclide therefore is a simple rational fraction, and this quantity, in relation to mass number, is the important factor that determines the stability of nuclides against radioactive decay. For light nuclei the ratio is Z/N = 1 and, for heavy nuclides, it converges to the golden mean (T = 1/theta)), as shown by geometrical construction.
The point of convergence is established by plotting a modular (4) set of rational fractions, ordered in Farey sequence. This infinite set contains a modular subset of points that represent stable nuclides of allowed nuclear composition along a set of 11 regularly spaced festoons. A second Farey sequence, defined by Fibonacci fractions on the interval (1,t), defines the set of 11 curves. This procedure shows that the limiting golden ratio is approached as Z --> 102, N-->1024theta(165) and A --> 102 theata squared (267), which matches experimental observation. The analysis is valid for all mod(4) sets of nuclides, totaling 264, which decomposes into 11 periods of 24.
Periodic laws in terms of atomic and neutron numbers are readily projected out from the general law. In the case of atomic number, four periodic laws that reflect different cosmic environments are obtained, and these are interpreted to define a mechanism of nuclear synthesis by alpha-particle addition. The neutron-based periodic law, for the first time, rationalizes the empirically derived magic numbers of nuclear physics and provides a rational basis for the analysis of nuclear properties, including spin and parity.
To understand the full impact of the discovery the reader should have a working knowledge of elementary number theory, the periodic table of the elements, introductory atomic physics and elementary cosmography. The layout of the book has been planned in accordance with these needs. The first chapter is an introductory summary of the main thesis, followed by a primer on number theory, and similar chapters on the periodic table and the distribution of matter in the universe. With all background material in place, subsequent chapters re-examine the main arguments in more detail and with more emphasis on the wider implications of the results.
The work is presented without any pretence to expose inadequacies in existing science or provide an alternative, more fundamental model description of any aspect of chemistry, physics or cosmography. It only seeks to highlight an amazing facility of number theory to throw new light, particularly on old chemistry and nuclear physics. This descrial is all the more remarkable when read with the following quotation from Michio Kaku:
[...]some mathematical structures, such as number theory (which some mathematicians claim to be the purest branch of mathematics), have never been incorporated into any physical theory. Some argue that this situation may always exist: Perhaps the human mind will always be able to conceive of logically consistent structures that cannot be expressed through any physical principle.
Our conclusions indicate a definite link between natural numbers and atomic structure, supported by irrefutable internal evidence. The parallel with conclusions reached by W.D. Harkins, almost a century ago, is of interest.
He displayed the stable nuclides, known at the time, before discovery of the neutron, as a function of proton/neutron ratio, converging to Z /N --> 0.62, apparently without recognizing this limit as the golden ratio. This golden ratio turns out to be pivotal for the understanding of emerging self-similar relationships between different forms of matter, ranging from the sub-atomic to the cosmic.
Many of the claims made in this work will surely be considered extravagent at first sight. Some of the inferences may in fact be totally misconstrued. However, there is no doubt that a fundamental relationship between numbers and matter has been identified. This interaction is mediated by the golden ratio that shapes the world. It is no accident that self-similarity permeates the universe from the infinitesimally small to the immeasurably large. The totality is closed and appears periodic at all levels. This first observation is, inevitably, no more than the tip of an iceberg.
The numerical regularity in the structure of the solar system, known as the Bode--Titius law, represents an unexplored missing link in the self-similar symmetry of the cosmos. It occupies the gap between atomic nuclei, atoms, molecules and biological systems on the one hand, with galaxies, quasars and other mysterious objects, on the other. There is much to be explored before the interplay between pi, e and T can be appreciated.
... Read more


39. Nature: An entry from Macmillan Reference USA's <i>Macmillan Reference USA Science Library: Mathematics</i>
by Bart Geerts
 Digital: 3 Pages (2002)
list price: US$2.90 -- used & new: US$2.90
(price subject to change: see help)
Asin: B002676SWY
Canada | United Kingdom | Germany | France | Japan
Editorial Review

Product Description
This digital document is an article from Macmillan Reference USA Science Library: Mathematics, brought to you by Gale®, a part of Cengage Learning, a world leader in e-research and educational publishing for libraries, schools and businesses.The length of the article is 679 words.The article is delivered in HTML format and is available in your Amazon.com Digital Locker immediately after purchase.You can view it with any web browser.Explores the functions of math in daily life, as well as its role as a tool for measurement, data analysis, and technological development. This illustrated set also explains basic concepts of math and geometry, and provides information on historical milestones, notable mathematicians, and today's career choices. ... Read more


40. GEOMETRY AND PLANNING: An entry from Gale's <i>Arts and Humanities Through the Eras</i>
 Digital: 4 Pages (2005)
list price: US$5.90 -- used & new: US$5.90
(price subject to change: see help)
Asin: B001OCG3Y0
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Editorial Review

Product Description
This digital document is an article from Arts and Humanities Through the Eras, brought to you by Gale®, a part of Cengage Learning, a world leader in e-research and educational publishing for libraries, schools and businesses.The length of the article is 1674 words.The article is delivered in HTML format and is available in your Amazon.com Digital Locker immediately after purchase.You can view it with any web browser.Profiling milestones and movements in the arts, literature, music, and religion from a specific period that provides an understanding of the various disciplines of the humanities in relation to each other, as well as to history and culture. An overview of the period and a chronology of major world events covering the major branches of the humanities: architecture and design, dance, fashion, literature, music, philosophy, religion, theater, and visual arts. Articles cover the movements, schools of thought, and masterworks that characterize the discipline during the era and biographical profiles of pioneers, masters, and other prominent figures in the field. ... Read more


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