George Abram Miller American mathematician (1863–1951)
Miller, G. A. (George Abram), 1863-1951
Miller, George Abram, 1863-1951
Miller, G.A.
Miller, George Abram
Miller, G. A. (George Abram)
Miller, George, 1863-1951
![Sudoc [ABES], France](/viaf/images/flags/SUDOC.png "Sudoc [ABES], France")
Miller, G. A. 1863-1951
Miller, George A. 1863-1951
VIAF ID: 13728623 (Personal)
Permalink: http://viaf.org/viaf/13728623
Preferred Forms
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100 0 _
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George Abram Miller
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American mathematician (1863–1951)
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100 1 _
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Miller, G. A.
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1863-1951
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100 1 _
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Miller, G. A.
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(George Abram)
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100 1 _ ‡a Miller, G. A. ‡q (George Abram), ‡d 1863-1951
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100 1 _ ‡a Miller, G. A. ‡q (George Abram), ‡d 1863-1951
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100 1 _
‡a
Miller, G. A.
‡q
(George Abram),
‡d
1863-1951
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100 1 _ ‡a Miller, G. A. ‡q (George Abram), ‡d 1863-1951
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100 1 _ ‡a Miller, G.A.
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100 1 _
‡a
Miller, George A.
‡d
1863-1951
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100 1 _ ‡a Miller, George Abram
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100 1 _ ‡a Miller, George Abram ‡d (1863-1951)
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100 1 _ ‡a Miller, George Abram ‡d (1863-1951).
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100 1 _ ‡a Miller, George Abram, ‡d 1863-1951
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100 1 _
‡a
Miller, George,
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1863-1951
4xx's: Alternate Name Forms (22)
5xx's: Related Names (2)
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Lynnville, Pennsylvania
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ortg
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https://d-nb.info/standards/elementset/gnd#placeOfBirth
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Urbana, Ill.
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orts
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https://d-nb.info/standards/elementset/gnd#placeOfDeath
Works
| Title | Sources |
|---|---|
| El análisis formal de los lenguajes naturales |
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| Automorphisms of order two. |
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| The classification of mathematics |
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| The collected works of George Abram Miller. |
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| Determinants An introduction to the study of, with examples and applications |
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| Determination of all the characteristic subgroups of any abelian group |
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| Examples of normal domains of rationality belonging to elementary groups. |
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| Generalization of the groups of genus zero : the groups in which every subgroup is either abelian or Hamiltonian |
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| Groups containing only three operators which are squares |
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| Groups generated by two operators which transform each other into the same power |
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| Groups in which the subgrup, which involves all the substitutions omitting a given letter is regular |
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| The groups of order pm which contain exactly p cyclic subgroups of order pa |
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| Grupy, w których podgrupa, obejmujaca w sobie wszystkie podstawienia z wyłączeniem danej litery, jest regularna |
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| Historical introduction to mathematical literature |
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| MATHEMATICAL PROPAGANDA. |
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| Mathematics Beyond the Calculus |
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| Mathematics in the New International Encyclopedia |
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| MATHEMATISCHE ZEITSCHRIFT. |
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| Maximal Subgroups of a Given Group |
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| Minimal Cross-Cut Subgroups Relative to the Product of Their Orders |
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| Minimum Degree of Substitutions of Highest Degree in a Group |
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| Minimum Number of Squares in a Group When Not All of Them Are Relatively Commutative |
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| Monographs on topics of modern mathematics, relevant to the elementary field |
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| MULTISENSUAL MATHEMATICAL TERMS. |
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| NON-EUCLIDEAN GEOMETRY |
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| Non-Group Operations |
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| Note on the use of group theory in elementary trigonometry |
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| Notes on Several Special Transformations |
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| The Obsolete in Mathematics |
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| ON THE HISTORY OF NEGATIVE NUMBERS |
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| On the holomorph of the cyclic group of order p[superscript m] |
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| On the invariant subgroups of prime index |
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| Orders for Which a Given Number of Groups Exist |
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| OUR COMMON NUMERALS |
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| An Overlooked Infinite System of Groups of Order pq. |
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| The phi-Subgroup of a Group of Finite Order |
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| A POPULAR ACCOUNT OF SOME NEW FIELDS OF THOUGHT IN MATHEMATICS. |
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| Postulates in the History of Scienec |
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| PRE-EUCLIDEAN GREEK MATHEMATICS. |
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| Prime Number of Operators in Sets of Conjugates |
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| Prime Power Groups Determined by the Number of Their Subgroups |
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| PROPOSED PUBLICATION OF EULER'S WORKS |
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| Psycholinguistics : a survey of theory and research problems / (suivi de) A Survey of psycholinguistic research : 1954-1964 / (suivi de) The Psycholinguists |
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| The Relative Numbers of the Subgroups and Operators of Certain Groups |
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| SECTION A-MATHEMATICS AND ASTRONOMY |
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| Sets of Conjugate Cycles of a Substitution Group |
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| Sets of Group Elements Involving Only Products of More Than n |
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| Sets of Independent Generators of a Finite Group |
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| THE SEXAGESIMAL SYSTEM AND THE DIVISION OF THE CIRCLE |
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| THE SO-CALLED SIEVE OF ERATOSTHENES |
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| SOLUTION OF THE CUBIC EQUATION. |
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| SOME THOUGHTS ON MODERN MATHEMATICAL RESEARCH. |
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| Subgroups of the Groups Whose Orders Are Below Thirty |
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| SYLVESTER AND CAYLEY |
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| Tables of n log-2* n and n log-10* n for n from 1 to 1000 |
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| Theory and applications of finite groups, 1961 |
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| Transformation of Conjugate Elements or of Conjugate Subgroups |
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| Transitive Groups Involving Direct Products of Lower Degree |
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| Upper Limit of the Degree of Transitivity of a Substitution Group |
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| WAS PAUL GULDIN A PLAGIARIST? |
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| WIDE-SPREAD ERRORS RELATING TO LAPLACE |
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| THE WINNIPEG MEETING OF THE BRITISH ASSOCIATION FOR THE ADVANCEMENT OF SCIENCE |
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| THE WORD ALGEBRA |
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