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Ñîðòèðîâêà:

ID asc desc pic Àâòîðû asc desc Íàçâàíèå asc desc Ãîä asc desc Äîï.
140725 Miller J., Serrato R., Miguel J. The Handbook of Nanotechnology: Business, Policy, and Intellectual Property Law 2005••
141276 Miller J., Thompson A., Thomson P. Evolvable Systems: From Biology to Hardware: Third International Conference, ICES 2000, Edinburgh, Scotland, UK, April 17-19, 2000 Proceedings 2000••
145429 Miller J. The Seminar of Jacques Lacan: Freud's Papers on Technique 1953-1954 1991••
167497 Miller J., Serrato R., Represas-Cardenas J. The Handbook of Nanotechnology: Business, Policy, and Intellectual Property Law 2005••
155517 Miller J., Haynes J. Inconceivable Conceptions: Psychological Aspects of infertility and Reproductive Technology 2003••
162738 Miller J., Edelman D., Appleby J. Numerical Methods for Finance 2008••
25225 Miller J., Neale R. (ed) The Slayer's Guide to Derro 2003••
59208 Miller J. Simply Success: How to Start, Build and Grow a Multimillion-Dollar Business the Old-Fashioned Way 2008••
80391 Miller J., Inwood B. Hellenistic and Early Modern Philosophy 2003••
124382 Miller J., Derrida B. Weak-Disorder Expansion for the Anderson Model on a Tree 1994••
101535 Miller J. MiG-29 Fulcrum 1991••
33715 Miller I.L. An Introduction To Mathematics with Applications to Science and Agriculture 1930••
138695 Miller H.R., Ravenel D.C. Algebraic topology 1987••
82928 Miller H.J., Han J. Geographic data mining and knowledge discovery 2009 •••
148158 Miller H., Ravenel D. Elliptic cohomology.Geometry, Applications, and Higher Chromatic Analogues. 2007••
200045 Miller G.Y. Environmental Science. Working with the Earth n/a •••
39734 Miller G.A. Groups Possessing at Least One Set of Independent Generators Composed of as Many Operators as There are Prime Factors in the Order of the Group 1915••
43290 Miller G.A. Non-abelian groups of odd prime power order which admit a maximal number of inverse correspondencies in an automorphism 1929••
43302 Miller G.A. Non-Abelian Groups Admitting More Than Half Inverse Correspondencies 1930••
43721 Miller G.A. Orders For Which There Exist Exactly Four Or Five Groups 1932••
43722 Miller G.A. Orders For Which A Given NumberOf Groups Exist 1932••
43914 Miller G.A. Sets of Distinct Group Operators Involving All the Products but Not All the Squares 1931••
44072 Miller G.A. Form of the Number of the Subgroups of a Prime Power Group 1923••
44080 Miller G.A. Group of Isomorphisms of a Transitive Substitution Group 1921••
44081 Miller G.A. Groups of Order 2m in Which the Number of the Sub-Groups of at Least One Order Is of the Form 1 + 4k 1923••
44187 Miller G.A. Prime Power Substitution Groups Whose Conjugate Cycles Are Commutative 1924••
44207 Miller G.A. Sets of Conjugate Cycles of a Substitution Group 1923••
44385 Miller G.A. The Subgroup of a Group of Finite Order 1914••
44433 Miller G.A. Upper Limit of the Degree of Transitivity of a Substitution Group 1915••
44543 Miller G.A. Non-Group Operations 1932••
44585 Miller G.A. The Commutator Subgroup of a Group Generated by Two Operators 1932••
41815 Miller G.A. Arithmetization in the History of Mathematics 1925••
41918 Miller G.A. Note on the Temperature Relations of Photo-Electric Emission and Thermionic Emission of Electrons 1927••
41989 Miller G.A. Postulates in the History of Science 1926••
42192 Miller G.A. Transformation of Conjugate Elements or of Conjugate Subgroups 1928••
42487 Miller G.A. Determination of All the Groups Which Contain a Given Group as an Invariant Subgroup of Prime Index 1928••
42553 Miller G.A. On the number of cyclic subgroups of a group 1929••
42616 Miller G.A. Possible α -Automorphisms of Non-Abelian Groups 1929••
42970 Miller G.A. Automorphisms of Order 2 of an Abelian Group 1931••
42975 Miller G.A. Automorphism commutators 1929••
43027 Miller G.A. Group of isomorphism of an Abelian group 1930••
43028 Miller G.A. Groups generated by two given groups 1930••
43029 Miller G.A. Groups which admit three-fourths automorphisms 1929••
43030 Miller G.A. Groups which are decomposable into two non-invariant cyclic subgroups 1930••
43036 Miller G.A. Groups Involving a Cyclic, a Dicyclic, or a Dihedral Group as an Invariant Subgroup of Prime Index 1928••
43037 Miller G.A. Groups Which Admit Five-Eighths Automorphisms 1930••
43038 Miller G.A. Groups Which Admit Five-Eighths Automorphisms 1929••
43203 Miller G.A. Groups Generated by Two Operators of Order 3 Whose Commutator Is of Order 2 1932••
43204 Miller G.A. Groups Involving a Small Number of Conjugates 1931••
43220 Miller G.A. Inverse Commutator Subgroups 1931••
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