Stephen Coulter The Sunday Times Representative, Ernest Newman, Ivor Newton, Robert Robinson, P. Burrows, Lieut.-General Sir Brian Horrocks, Ian Grant The Sunday Times Representative, J. J. R. Trethowan, Michael Swan, H. St. John Philby, Henry Longhurst, Mary Dunbar, John Metcalf, Vivian Jenkins, Elizabeth Nicholas, Henry Brandon Representative of The Sunday Times, Peter Cranmer, Harold Hobson, Elliott L. Blee, Sir Miles Thomas Chairman of B. O. A. C., W. E. Williams, B. W. Seager, Theo. A. Stephens, The Rev. Dr. W. E. Sangster, Roger Mortimer, Norman Crump The Sunday Times City Editor, Ginette, Michael Hadley, Antony Terry The Sunday Times Representative, Nicholas Carroll The Sunday Times Diplomatic Correspondent, Thorold Dickinson, Alan McGregor The Sunday Times Representative, C. H. O'd. Alexander, J. W. Lambert, John Wilmot, Maurice Wiggin, Atticus, A. Norman Schofield Town Clerk, Charles Quarrell Hon. Secretary, M. A. Heller, Robert Harling, Cyril Connolly, R. L. Hollands, P. F. Brandt Deputy Secretary, G. de la Condamine, Roy Harrod, G. Jerdan, Cyril Beaumont, Henry Brandon The Sunday Times Representative, Dilys Powell, Peter E. Rooke, R. U. Randall, J. B. Slade-Baker Special Representative of The Sunday Times, Charles E. Gayton The Sunday Times Political Correspondent, Cyril Ray, A. Craig Bell, Raymond Mortimer, Kenneth Konstam, John Russell, Terence Lyons The Sunday Times Representative, Andrew Bowerley, Terence Usher, A. P. Schove, Elizabeth David,
... By Wyndham Lewis. (Methuen. 30s.) Confidence Man Felix Krull. By Thomas Mann. Translated by Denver Lindley. (Secker & ...
1955 - Gale Group | Sunday Times HA GDA
An integral domain D is called a Krull ring if D = nfa VO where { V, } is a set of rank one discrete valuation rings with the property that for each nonzero ... number of the Va. If D is a Krull ring and { Pa } is the set of primes ... the set of essential valuation rings of a Krull ring D. Important examples of Krull rings are noetherian integrally closed domains and unique factorization domains. The one dimensional Krull rings are precisely the Dedekind domains. Hence one dimensional Krull rings are noetherian. An example of a three ...
Tópico(s): Polynomial and algebraic computation
1969 - American Mathematical Society | Proceedings of the American Mathematical Society
Colin Drury, Tony Barrell, Emma Moore, Amanda Ursell, Jonathan Miller, Alan Johnson Mp, Rough Guides, Sally O'Reilly, Richard Downes, John Harlow Social Affairs Editor, Neil Wormald, Beverley D'silva, Nathalie Graham, Michael Dren, Anthony Sattin, Alison James, C H, Adrian Smith, Tricky, David Hewson, Edward Samples, Hugh Canning, James Stuart, Nigel Williams, S L, Graham Otway, P A, Tiger Woods, Phillip Oppenheim, Michelle McHale, Lynn Eaton, Ann McFerran, Nicholas Hellen, Shelley Von Strunckel, John Eggleston, Joel Stern, Alicia Wyllie, Dave Hannigan, J J V, Martha Cooley, Sophie Daniels, David Toop, Professor Emmanuel Anati Director, Chuck Brown, Simon James, Andrew Godfrey, Uzi Mahnaimi, Michael Wright, Gill Smillie Chief Executive, Nick MacKinnon, Nick Harvey, Victor Mature, Joseph Sinclair, William Rees-Mogg, Maurice Chittenden, Richard Brooks Arts Editor, Prunella Clough, Jonathan Powell, S H, Simon Stafford, Andrew Rogers, Tara Palmer-Tomkinson, Brian Smyth, Matthew Campbell, David Hutcheon, Paul Hooper, Colin Ferguson, John Clunas, Michael Clower, David Harbord, Bob Latham, Kirstie Hamiltom, Matthew Wall, Judith O'Reilly Education Correspondent, Emma Payne, Chris Ryder, John Jay, Emine Saner, Dr Matthew Ellis, Andrew Sullivan, Clive Davis, Dr Roger Henderson, Mark Ottaway, John Evans, Alasdair Reid, Edward Porter, Eben Black, Margaret Plummer, Stuart Husband, Andrew Barr, Susan D'Arcy, Dr Hassan Bayoumi, Mrs E Duffy, Barry Unsworth, Hugh McIlvanney, Godfrey Short, Maeve Sheehan, Richard Brooks, John Follain, Catherine Brooks, Eben Black Chief Political Correspondent, Lois Jones, S M, Alan Combes, Josh Salizmann, Jeffrey Bernard, Christopher Tomes, Diana Wright, Margaret Forster, Precious Williams, Richard Evans, Adeline Yen Mah, Dr Stuart Chant, Dan Summers, David Walsh, Jean Nicolas, Jack Grimston, Karen Armstrong, S P, Stephen Armstrong, Dr Francisco Panizza, Charlotte Harpin, Richard Woods, Garth Alexander, Jessica Berry, Ray Hutton, Jim Cotton-Betteridge, Chris Silverwood, Christine Webb, Andrew Flintoff, A A Gill, Brian Glanville, Alicia Simon, Stephen Hardwick, David Sumner Smith, John Blackley, David Daniels, Chrissy Iley, Stanley Wells, Ben Crenshaw, Roger Dobson, Thomas Mann, Nick Gardner Deputy Money Editor, Jonathan Futrell, Jeremy Malies, David Parsley, Conal Gregory, Michelle Pamment, John Dugdale, Mark Stretton, Barbara Hall, Edward Owen, Jon Swain, Stephen Kovacevich, John Peter, Stephen Bevan Transport Correspondent, Ivo Tennant, Eleanor Oldroyd, David Smith, Mark O'Meara, Nick Pitt, Elizabeth Clark, Mary Soames, Erykah Badu, Fred Astle, H C, Tania Alexander, Anne-Marie Conway, Snape Proms, Peter Watson, Stewart Lee, Cathy Scott-Clark, Nick Gardner, Mimi La Sardine, B Venus, Lee Westwood, Josephine Smit, Sue Lawrence, Peter Windsor, Steven Downes, Mark Edwards, Kirstie Hamilton, Susan Clark, Nicholas Rufford Home Affairs Editor, R S, Michael Riding, Sean Newsom, Raymond Keene, Zoe Brennan, Marie Colvin, Annamarie Cumiskey, Nick Cain, Stephen Bevan, Alastair Brett, Liz Nicolay, Zoë Linkson, Lionel Blair, Trevor Lewis, David Cesarani, Hettie Judah, Paul Kavanagh, Mark Prigg, Victoria O'brien, David Yarrow, Roland White, Brian Nuttall, Kevin Pratt, Richard Rae, Mark Franchetti, Jon Ungoed-Thomas, Anne-Marle Conway, Matthew Lynn, Michael Austin, Rev J Allan, Notting Hill, Hunter Davies, Terry Murden, Lauryn Hill, Tom Robbins, Robert Johnston, Stephen Pettitt, Nicholas Hellen Media Correspondent, Joe Harris, Brian Pendreigh, David Grylls, David Smith Economics Editor, Mrs V Ryalls, Dominic Rushe, Thomas Dryfe, Karen Robinson, Tony Simmons, Jane Harrison, Angus Porter, Fred Redwood, Mrs M Hutton, Shanker Trivedi, Matthew Ellis, Frank Whitford, Humphrey Carpenter, Dave Ferris, Tony Allen-Mills, Simon Wilde, Robert Sandall, Eleanor Mills, Irwin Stelzer, Giles Coren, Peter Wilson, Robert Hewison, David Dougill, Dan Caims, quatuor Mosaiques, Sarah Toyne, Marian Martin, Chris Hastings, Margaret Coles, Margarette Driscoll, Graeme Swann, Jeremy Clarkson, Louise Taylor, John Dorrell, Sam Murphy, Phil Craigie, Kevin Connolly, Dr Ian Bell, Jennifer Paterson, Gerard Buckingham, Ghislaine Wood, Paul Ham, E F, Clive Rice, Delbert Williamson, Paul Driver, Derek Clements, Ian Hawkey, Warren Beatty, Oleg Gordievsky, J Leader, Peter Kindersley, C Roach, Jennifer Asiama, Boris Charmatz, Amanda Foreman, Cosmo Landesman, Alex Butler Sports Editor, Macy Gray, Leon Aron, Paul Nuki, Miranda Seymour, John Stern, Ron Clarke, John, John A Edmondson, Andrew Mueller, John Harlow, John Cale, Simon Brooke, Mr R Kevan, Deirdre Fernand, Jonathan Leake Science Editor, Sally Kinnes, Delshad Karanjia, Andrew Lorenz, Naomi Caine, Adrian Levy, Kjehl Stormark, E Faichney, David Wickers, Tom Rhodes, Christine Ross, Helen Wilkinson, Rupert Steiner, Simon Trump, Walter Ellis, India Knight, Jennifer Rodger, Boris Schapiro, Michael Vaughan,
... Erika Mann, June 7,1954 Confessions of Felix Krull, Confidence Man John Carey's Books of the ...
1999 - Gale Group | Sunday Times HA GDA
... will call such an integral domain a pinched-Krull domain at . In this paper we give some characterizations of a pinched-Krull domain which are analogs of a Krull domain. We also show that is a pinched-Krull domain at if and only if is a pinched-Krull domain at ; and that is a Krull domain if and only if is a pinched-Krull domain at . Let be a nonzero maximal ideal ... and . It is proved that if and are Krull domains, then is a pinched-Krull domain at . As an application we give non- ...
Tópico(s): Axon Guidance and Neuronal Signaling
2002 - Taylor & Francis | Communications in Algebra
Donald Mitchell, Sacheverell Sitwell, Gabriele Rabel, Dyneley Hussey, Stuart Piggott, Jack Lindsay, K. C. Wheare, J. Burnaby, Matyas Seiber, F. Howell Everson, Jean Watmough, Reginald Pound, Philip Hope-Wallace, George Pendle, Sir Stephen King-Hall, Frank Jackson, Hessell Tiltman, Stephan Schattmann, Nikolaus Pevsner, Hugh Plommer, Charles Judd, Ronald Gregor Smith, Kenneth Mackenzie, J. C. Trewin, B. F. Relton, Sir Graham Savage, Frank Greenaway, Martin Armstrong, S. F. Hallgarten, P. M. S. Blackett, Tatiana Wolff, Mr. Chou En-lai, Alan Clutton-Brock, Maurice Cranston,
... State Building Society New Novels Confessions of Felix Krull. By Thomas Mann. Seeker and Warburg. 18s. Ripening ...
1955 - Gale Group | The Listener GDA
Sandra Krull, Julia Dörries, Björn Boysen, Sonja Reidenbach, Lars O. Magnius, Heléne Norder, Johan Thyberg, Volker C. Cordes,
... nuclear pore-associated zones of heterochromatin exclusion Sandra Krull Sandra Krull Max-Planck-Institut für Biophysikalische Chemie, Göttingen, Germany ... Search for more papers by this author Sandra Krull Sandra Krull Max-Planck-Institut für Biophysikalische Chemie, Göttingen, Germany ... Iborra et al, 2000; Frosst et al, 2002; Krull et al, 2004). In fact, an NPC-attached ' ... are considered as their potential components (e.g., Krull et al, 2004; Prunuske et al, 2006; Brown ... at the NPC proper (Griffis et al, 2003; Krull et al, 2004), indicating that they are not ...
Tópico(s): RNA Research and Splicing
2010 - Springer Nature | The EMBO Journal
Aldershot Tattoo, Khan Bahadur, R. C., Doreen Wallace, Eric Newton, James Agate, Professor R. G. Stapledon, Gringoire, Walter Crick, Eleanor Graham, Desmond MacCarthy, C. F. Milsom, J. L. Keating, Charles Williams, Hamilton Price, J. W. Waghorn, A. T. Johnson, St. Magnus, Richard Clowes, H. Lang Jones, Basil Maine, St. M. Clare Byrne, Milward Kennedy, Arthur J. Arnold, Basil P. Howell, D. R. Gent, J. H. Reynolds, C. L., H. E. Symons Sunday Times' Motoring Correspondent, Ernest A. Ebblewhite, Lieut.-Commander Kenneth Edwards, William Gibson, Jules Menken, Robert Sencourt, H. F., Robert Hartman, W. E. Ranby, Ernest Newman, John Tower, David Hunter-Blair, Ralph Straus, Charles Oliver, The Right Hon. Winston Churchill, E. V. Lucas, Edward Ellul (Secretary), Sydney W. Carroll, H. D. Catling, Lady Muriel Beckwith, P. B. Ballard, R. L. Hollands, Edward Shanks, Dilys Powell, Elton Ede, Christopher Hobhouse, D. A. Clarke-Smith, Henry Longhurst, W. R. Cunliffe, Conrad Russell, J. B. Payne Late Sec., Yarborough, F. G. Levien, Reginold S. Hunt Lieut.-Colonel, C. D., J. A. Smith, M. McLachlan, Alan R. Balfour, G. Linfoot, Atticus, Sir Lindsay Parkinson, Yvon Delbos Former French Minister of Foreign Affairs, E. O'Brien (Lt.-Colonel), G. M. Young, A. L., H. Pearl Adam, Valentine Williams, Sir E. Denison Ross, Roy McKelvie, Smith (P),
... Health The Fight for Life. By Paul de Krull, (Cape 12s, 6d.) Gollancz George Orwell's Nicholson & ...
1938 - Gale Group | Sunday Times HA GDA
In [I], Gabriel discussed a “Krull dimension” for rings and modules, but here we prefer to call it the Gabriel dimension, reserving the name Krull dimension for the notion defined in [7] and [ ... including the class consisting of all modules with Krull dimension and all modules over right noetherian rings. ... was our conjecture that, in a ring with Krull dimension, the prime radical is nilpotent. Now in ... a detailed knowledge of the relationship between the Krull dimension and the Gabriel dimension of a module ...
Tópico(s): Algebraic structures and combinatorial models
1974 - Elsevier BV | Journal of Algebra
By Philip Webster, Political Reporter, By Stewart Tendler and Arthur Osman, By Derek Harris, From Christopher Mosey, Stockholm, By Edward Townsend, Industrial Correspondent, From Christopher Walker, Jerusalem, From Our Correspondent Harare, By Stewart Tendler and Thomson Prentice, By David Fetton, Labour Correspondent, By Richard Dowden, By Richard Ford, By David Cross, By a Staff Reporter, By Tony Samstag, By David Nicholson-Lord, By Jonathan Davis Financial Correspondent, By Our Labour Editdr, By Julian Haviland Political Editor, By Paul Routledge, Labour Editor, By Robin Young, By Bill Johnstone Electronics Correspondent, By A Staff Reporter, By Our Arts Correspondent, By Julian Haviland, Political Editor, By Our Transport Editor, From Our Correspondent York, By Christopher Warman, Property Correspondent, By David Hewson, Arts Correspondent, By Lucy Hodges Education Correspondent, By Michael Baily, Transport Editor, From Nicholas Ashford, Washington, From Moshe Brilliant Tel Aviv, By A Special Correspondent, From Zoriana Pysariwsky, New York, From Roger Beardwood Paris, From Richard Wigg Madrid, From Rasit Gurdilek, Ankara, From John Best, Ottawa, From Harry Debelius Madrid, From Alan McGregor Geneva, From Ian Murray, Brussels, From Michael Hamlyn Delhi, By Henry Stanhope, Diplomatic Correspondent, From Charles Harrison Nairobi, From Richard Owen, Moscow, From Roger Boyes, Warsaw, By Colin Harding, Trevor Fishlock, From Michael Binyon, Bonn, David Robinson, Holly Hill, Anthony Masters, Hilary Finch, Dennis Hackett, Nicholas Kenyon, Norman Lebrecht, Olivia Timbs and Lorraine Fraser, David Cohen, ALAN FRANKS, PHS, Kenneth Miller, Simon Jenkins, Philip Howard, AZIM HUSAIN, , D. C. POTTS, , NEVILLE MARCH HUNNINGS, , MICHAEL J. BURNETT, , PETER VANNECK, , CHRIS POND, , ALEC ATKINSON, , G. R. DUNSTAN, , D. G. BARNSLEY, , JAMES ENNIS, , S. DRAKE-JONES, , WILSON OF RIEVAULX, , CLIVE ASLET, , GERRY BURT, , JEREMY MONTAGU, , O'NEILL THE MAINE, , Executive Editor Kenneth Fleet, By David Young Energy Correspondent, By Jeremy Warner, By Peter Wilson-Smith Banking Correspondent, By Andrew Cornelius, By Michael Clark, by Michael Clark, By Vivien Goldsmith, By Wayne Lintott, By Gerald Davies, By Joyce Whitehead, From John Roberson, Sydney, By Derek Hodgson, By Stuart Jones, Football Correspondent, By Leslie Duxbury, By Peter Ball, By Paul Newman, By John Wilcockson, By William Stephens, Michael Seely, Gordon Allan, By Our Sports Staff, By David Hands, By Marcus Williams, Motoring by Clifford Webb, Edited by Peter Davalle, By Philip Webster Political Reporter,
... bed, Special effects of Christmas Brainstorm (15) Empire Krull (PG) Odeon Leicester Square Family Business Ica, An ...
1983 - Gale Group | TDA
Germaine Krull (1897-1985) led an extraordinary life that spanned nine decades and four continents. She witnessed many of ... implausible transformations, complex emotional relationships, and inspired achievements. Krull refused to limit herself to one long-term ... an archive has made a proper evaluation of Krull's contribution to photography and to modernism difficult if not impossible. In this book Sichel examines Krull's autobiographical texts and photographic oeuvre to present and unravel the rich mythology that Krull fabricated around her life and work. The chapters ...
Tópico(s): Art, Politics, and Modernism
2000 - Association of College and Research Libraries | Choice Reviews Online
Book.
0000 - Gale Group | The Making of Modern World
Guram Bezhanishvili, Nick Bezhanishvili, Joel Lucero‐Bryan, Jan van Mill,
Abstract We develop the theory of Krull dimension for S4 -algebras and Heyting algebras. This leads to the concept of modal Krull dimension for topological spaces. We compare modal Krull dimension to other well-known dimension functions, and ... it can detect differences between topological spaces that Krull dimension is unable to detect. We prove that ... T 1 -space to have a finite modal Krull dimension can be described by an appropriate generalization ... modal logic of T 1 -spaces of modal Krull dimension ≤ n , and we construct a countable dense- ...
Tópico(s): Logic, programming, and type systems
2017 - Cambridge University Press | Journal of Symbolic Logic
... an overview of the basic concepts of the Krull-Schmidt theorem. The two proofs of the Krull-Schmidt-Azumaya theorem, mention refinements of decompositions, and ... modules of finite length. The validity of the Krull-Schmidt theorem, for finite direct sum decompositions, is a property of the endomorphism ring. The "classical" Krull-Schmidt theorem asserts that any two direct sum ... finite length into indecomposable summands are isomorphic. The Krull-Schmidt theorem holds for the class of modules ... rings are semi-local. The validity of the Krull-Schmidt theorem for modules over commutative rings is ...
Tópico(s): Algebraic structures and combinatorial models
2003 - Elsevier BV | Handbook of algebra
... an invertible ideal of R , how do the Krull dimensions of various modules, factor rings and over- ... of R , connected with I , compare with the Krull dimension of R ? This question is prompted by results in ( 5 ) and ( 6 ). In comparing the Krull dimension of the ring R with that of ... I , the best result would be that the Krull dimension of the ring R is exactly one ... 1 of I . We then see that the Krull dimension of R is the larger of two possibilities: ( a ) Krull dimension of R / I plus one or ( b ) Krull dimension of T . In order to prove this ...
Tópico(s): Rings, Modules, and Algebras
1976 - Cambridge University Press | Proceedings of the Edinburgh Mathematical Society
... question: Over what rings are all modules with Krull dimension (as defined in [1]; Gordon-Robson A. ... where it is shown that k-rings of Krull-dimension are, among many other things, noetherian.In ... higher dimensions it transpires that all modules with Krull dimension over a V-ring are noetherian and ... that over a ring R, every module with Krull-dimension is noetherian if and only if every ... show that there are non-noetherian modules with Krull-dimension over a polynomial ring and also study ... M. Teply has proved that V-rings with Krull dimension are noetherian using Proposition 1.5 and ...
Tópico(s): Advanced Topics in Algebra
1976 - Duke University Press | Illinois Journal of Mathematics
Kenneth Goodearl, T. H. Lenagan,
A precise formula is derived for the (noncommutative) Krull dimension of a skew-Laurent extension R[Θ^\... , ... R is a commutative noetherian ring of finite Krull dimension, equipped with u commuting automorphisms σ,,... ,σ ... part of the development of this formula, the Krull dimension of a skew-Laurent extension Rlθ^1] ... a right noetherian ring R of finite right Krull dimension is determined.Also, some partial results are ... a right noetherian ring R of finite right Krull dimension.In particular, a criterion is derived that ...
Tópico(s): Commutative Algebra and Its Applications
1984 - Mathematical Sciences Publishers | Pacific Journal of Mathematics
Valentina Barucci, Stefania Gabelli,
... to any Mori domain some results known for Krull domains, which are actually completely integrally closed Mori ... is well known that, i rA is a Krull domain, Dm(A ) is the set of height ... a DVR (discrete valuation ring). Moreover in a Krull domain A the group of the divisorial ideals ... that a Mori domain A is from being Krull, it seems natural to divide Dm(A) into ... where B = ~ {Ap: P e ~(A)} is a Krull domain and A'= ~ {Ap: PeDro(A) ~(A)} is a Mori domain very far from being Krull (we call it a strongly Mori domain) (cf. ...
Tópico(s): Magnolia and Illicium research
1987 - Elsevier BV | Journal of Pure and Applied Algebra
Formulae for calculating the Krull dimension of noetherian rings obtained by the authors and their collaborators are used to calculate Krull dimension for certain classes of algebras. An F-algebra T is said to be tensor Krull minimal (TKM) with respect to a class of ... algebras. This simplifies the task of calculating many Krull dimensions. In addition, we develop an improved formula for the Krull dimension of a skew Laurent extension D[x, ... is an affine automorphism. Finally, we calculate the Krull dimension of the noetherian down–up algebras introduced ...
Tópico(s): Algebraic structures and combinatorial models
2001 - Elsevier BV | Journal of Algebra
A module M with Krull dimension is said to satisfy the large condition if for any essential submodule L of M , the Krull dimension of M / L M/L is strictly less than the Krull dimension of M . For a right noetherian ring R with Krull dimension α \alpha this is equivalent to the ... of E ( R R ) E({R_R}) with Krull dimension α \alpha is critical. It is also shown that if R is right noetherian with Krull dimension α \alpha and if I 0 {I_ ...
Tópico(s): Algebraic structures and combinatorial models
1978 - American Mathematical Society | Proceedings of the American Mathematical Society
... Feature Surgical Gems: The “Little” Curet Edward A. Krull M.D., Corresponding Author Edward A. Krull M.D.Dr. Krull is Chairman, Department of Dermatology, Henry Ford Hospital, ... for more papers by this author Edward A. Krull M.D., Corresponding Author Edward A. Krull M.D.Dr. Krull is Chairman, Department of Dermatology, Henry Ford Hospital, ...
Tópico(s): Soft tissue tumors and treatment
1978 - Wiley | The Journal of Dermatologic Surgery and Oncology
... be a commutative Noetherian domain with unit of Krull dimension one.The Krull-Akizuki theorem [6, Theorem 33.2] states that ... ring A between a Noetherian domain R of Krull dimension one and its quotient field is Noetherian. ... module.We shall restate this reduction of the Krull-Akizuki theorem in such a way that the ... is true for any Noetherian ring of any Krull dimension.In order to do this we first ... ring.If B is a Noetherian domain of Krull dimension one and B has one maximal ideal ... of R. If R is a domain of Krull dimension one, we
Tópico(s): Rings, Modules, and Algebras
1976 - American Mathematical Society | Proceedings of the American Mathematical Society
In this paper we study Krull domains graded by an arbitrary torsionless grading monoid г. We generalize many of the well-known results for Krull domains graded by the integers. If г⊂(-г)= ... domain is A[г]. Let A be a Krull domain with quotient field K. If A[г] is a Krull domain, then C1(A[г])=C1(A)⊕C1( ... or г for A[г] to be a Krull domain. In this case A[г] is just ...
Tópico(s): Algebraic structures and combinatorial models
1979 - Taylor & Francis | Communications in Algebra
K. R. Goodearl, T. H. Lenagan,
This paper is concerned with the Krull dimension (in the sense of Gabriel and Rentschler) of a differential operator ring S [ θ ; δ ] S[\theta ;\delta ] , where S S is a right noetherian ring with finite Krull dimension n n and δ \delta is a ... that S [ θ ; δ ] S[\theta ;\delta ] has Krull dimension n n unless there exists a simple ... then S [ θ ; δ ] S[\theta ;\delta ] has Krull dimension n + 1 n + 1 . This criterion is ... that S [ θ ; δ ] S[\theta ;\delta ] has Krull dimension n n unless S S has a ... cases S [ θ ; δ ] S[\theta ;\delta ] has Krull dimension n + 1 n + 1 .
Tópico(s): Algebraic structures and combinatorial models
1983 - American Mathematical Society | Transactions of the American Mathematical Society
D. D. Anderson, David F. Anderson,
... domain R which is not quasilocal is a Krull domain, and R, is factorial for each maximal ... We will be mainly interested in locally factorial Krull domains. In this case we can relate divisibility ... Claborn [6]. We know of no locally factorial Krull domains which are neither factorial nor Dedekind domains. ... results will be stated for arbitrary locally factorial Krull domains and subintersections of Krull domains. However, major emphasis will be towards Dedekind ... domains and give several examples of locally factorial Krull domains. Claborn’s examples actually satisfy the stronger ...
Tópico(s): Commutative Algebra and Its Applications
1984 - Elsevier BV | Journal of Algebra
... introduce and study a generalization of the classical Krull dimension for a module MR. This is defined ... is analogous to that of the usual classical Krull dimension of a ring. This dimension, Cl.K. ... lie in the class of modules with classical Krull dimension zero. For a multiplication module over a commutative ring, the notion of classical Krull dimension and the usual prime dimension coincide. This ... PI-rings whose nonzero modules have zero classical Krull dimension are characterized.
Tópico(s): Algebraic structures and combinatorial models
2006 - Elsevier BV | Journal of Algebra
Bernd Schmeck, Janine Zahlten, Kerstin Moog, Vincent van Laak, S Huber, Andreas C. Hocke, Bastian Opitz, Elke Hoffmann, Michael Kracht, Jens Zerrahn, Sven Hammerschmidt, Simone Rosseau, Norbert Suttorp, Stefan Hippenstiel,
... Soeth S. Kellas B. Fuhrmann O. Seybold J. Krull M. Eichel-Streiber C. Goebeler M. Ludwig S. ... Soeth S. Kellas B. Fuhrmann O. Seybold J. Krull M. Eichel-Streiber C. Goebeler M. Ludwig S. ... described previously (24Hippenstiel S. Schmeck B. Seybold J. Krull M. Eichel-Streiber C. Suttorp N. Biochem. Pharmacol. ... COR Inc.) (24Hippenstiel S. Schmeck B. Seybold J. Krull M. Eichel-Streiber C. Suttorp N. Biochem. Pharmacol. ... Witzenrath M. Schmeck B. Hocke A. Krisp M. Krull M. Seybold J. Seeger W. Rascher W. Schutte ...
Tópico(s): Pneumonia and Respiratory Infections
2004 - Elsevier BV | Journal of Biological Chemistry
... with maximal ideal M . We prove that the Krull-dimension of V 〚 X 〛 V ∖ ( 0 ) is uncountable, and hence the Krull-dimension of V 〚 X 〛 is uncountable. This corresponds to the well-known fact that the Krull-dimension of the ring of entire functions is ... Our method provides a new proof that the Krull-dimension of the ring of entire functions is ... Applying the above results, we show that the Krull-dimension of V 〚 X 〛 is uncountable if V ...
Tópico(s): Algebraic structures and combinatorial models
2013 - Elsevier BV | Journal of Algebra
... posed by Jarden. Let R be a generalized Krull domain. Is the ring R〚X〛 of formal power series over R a generalized Krull domain? We show that the answer is negative. ... We prove that if R is a generalized Krull domain which is not a Krull domain, then R〚X〛 is never a generalized Krull domain.
Tópico(s): Commutative Algebra and Its Applications
2009 - Elsevier BV | Journal of Algebra
Giora Harpaz, Steven Krull, Joseph Yagil,
... York.Search for more papers by this authorSteven Krull, Steven Krull Steven Krull teaches finance at Hofstra University, Hempstead New York. ... York.Search for more papers by this authorSteven Krull, Steven Krull Steven Krull teaches finance at Hofstra University, Hempstead New York. ...
Tópico(s): Complex Systems and Time Series Analysis
1990 - Wiley | Journal of Futures Markets