AN ATTEMPT AT AN ALGEBRAIC THEORY OF CRYSTAL STRUCTURE. PART 4.
Since, for reasons to be examined in a later instalment of this work, the postulates of Euclid do not seem suited for the purpose, an attempt is made to classify regularities in the observed diffraction of X-rays by matter in the crystalline state on a 'Pythagorean', or purely numerical ba...
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doaj-c20822269e4b48e8b466267a704bdf942020-11-24T23:02:09ZengSlovenian Society for Stereology and Quantitative Image AnalysisImage Analysis and Stereology1580-31391854-51652011-05-0119316917410.5566/ias.v19.p169-174614AN ATTEMPT AT AN ALGEBRAIC THEORY OF CRYSTAL STRUCTURE. PART 4.David A AboavSince, for reasons to be examined in a later instalment of this work, the postulates of Euclid do not seem suited for the purpose, an attempt is made to classify regularities in the observed diffraction of X-rays by matter in the crystalline state on a 'Pythagorean', or purely numerical basis. "I am quite satisfied if we have the machinery for making predictions, even if we are unable to understand it clearly" (Einstein, 1953).http://www.ias-iss.org/ojs/IAS/article/view/642crystal structureYarmolyuk and Kripyakevich's rule |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
David A Aboav |
spellingShingle |
David A Aboav AN ATTEMPT AT AN ALGEBRAIC THEORY OF CRYSTAL STRUCTURE. PART 4. Image Analysis and Stereology crystal structure Yarmolyuk and Kripyakevich's rule |
author_facet |
David A Aboav |
author_sort |
David A Aboav |
title |
AN ATTEMPT AT AN ALGEBRAIC THEORY OF CRYSTAL STRUCTURE. PART 4. |
title_short |
AN ATTEMPT AT AN ALGEBRAIC THEORY OF CRYSTAL STRUCTURE. PART 4. |
title_full |
AN ATTEMPT AT AN ALGEBRAIC THEORY OF CRYSTAL STRUCTURE. PART 4. |
title_fullStr |
AN ATTEMPT AT AN ALGEBRAIC THEORY OF CRYSTAL STRUCTURE. PART 4. |
title_full_unstemmed |
AN ATTEMPT AT AN ALGEBRAIC THEORY OF CRYSTAL STRUCTURE. PART 4. |
title_sort |
attempt at an algebraic theory of crystal structure. part 4. |
publisher |
Slovenian Society for Stereology and Quantitative Image Analysis |
series |
Image Analysis and Stereology |
issn |
1580-3139 1854-5165 |
publishDate |
2011-05-01 |
description |
Since, for reasons to be examined in a later instalment of this work, the postulates of Euclid do not seem suited for the purpose, an attempt is made to classify regularities in the observed diffraction of X-rays by matter in the crystalline state on a 'Pythagorean', or purely numerical basis. "I am quite satisfied if we have the machinery for making predictions, even if we are unable to understand it clearly" (Einstein, 1953). |
topic |
crystal structure Yarmolyuk and Kripyakevich's rule |
url |
http://www.ias-iss.org/ojs/IAS/article/view/642 |
work_keys_str_mv |
AT davidaaboav anattemptatanalgebraictheoryofcrystalstructurepart4 AT davidaaboav attemptatanalgebraictheoryofcrystalstructurepart4 |
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1725637213928030208 |