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APPLICATIONS OF THE ALEXANDER IDEALS TO THE ISOMORPHISM PROBLEM FOR FAMILIES OF GROUPS
Tài liệu Đề tài " On the classification problem for nuclear C -algebras " pdf
... trivially on each F ∈ FR The information which goes undetected by FR is thus complicated indeed ON THE CLASSIFICATION PROBLEM FOR NUCLEAR C ∗ -ALGEBRAS 1041 Some remarks on the classification problem ... Annals of Mathematics, 167 (2008), 1029–1044 On the classification problem for nuclear C -algebras By Andrew S Toms Abstract We exhibit a counterexample to Elliott’s classification conjecture for simple, ... precisely that ˜ of [V1] The reason for the speci c choice of point evaluations will be made clear shortly.) Straightforward calculation shows that the projection pi ∈ Bi corresponds to a complex...
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Đề tài " The derivation problem for group algebras " pot
... of Mathematics, 168 (2008), 221–246 The derivation problem for group algebras By Viktor Losert Abstract If G is a locally compact group, then for each derivation D from L1 (G) into L1 (G) there ... x−1 (see the proof of THE DERIVATION PROBLEM FOR GROUP ALGEBRAS 225 Corollary 1.2), they write N for the closure of the elements of G belonging to relatively compact conjugacy classes Then Cond ... (see [D, p 761] for further references) The derivation problem for the group algebra is linked to the name of B E Johnson, who pursued it over the years as a pertinent example in his theory of cohomology...
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Đề tài " The subconvexity problem for Rankin-Selberg L-functions and equidistribution of Heegner points " ppt
... field) The subconvexity bound of the present paper allows for equidistribution statements even when the quadratic field varies 1.3 Outline of the proof of Theorem The beginning of the proof follows ... deduce the same bound for s in a 1/ log q neighborhood of the critical line and by Cauchy’s formula we deduce the bound for es = 1/2 for all the derivatives THE SUBCONVEXITY PROBLEM FOR RANKIN-SELBERG ... conclude the proof of Theorem THE SUBCONVEXITY PROBLEM FOR RANKIN-SELBERG L-FUNCTIONS 223 Equidistribution of Heegner points In this section we apply our subconvexity estimates to prove equidistribution...
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báo cáo hóa học: " The evolution of methods for the capture of human movement leading to markerless motion capture for biomechanical applications" pptx
... University of California [5,6] provided a tremendous resource of knowledge related to the mechanics of human movement The work at the University of California formed the basis for many of the fundamental ... factors limiting the advancement of the study of human movement is the measurement of skeletal movement from markers or sensors placed on the skin The movement of the markers is typically used to ... term markerless motion capture Markerless methods for human motion capture Motion capture is an important method for studies in biomechanics and has traditionally been used for the diagnosis of the...
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báo cáo hóa học:" Research Article The Obstacle Problem for the A-Harmonic Equation" pot
... of the A-harmonic equation and the obstacle problems for differential forms which satisfy the A-harmonic equation, and the proof for the uniqueness of the solution to the obstacle problem of the ... started our research on the obstacle problem for differential forms satisfying the A-harmonic equation and we hope that our work will stimulate further research in this direction By the some definitions ... 2.9 Thus Ω Therefore u is a solution to 2.1 Next we will introduce the obstacle problem to A-harmonic equation, whose definition is according to the same definition as the obstacle problem of...
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Báo cáo hóa học: " Research Article RRES: A Novel Approach to the Partitioning Problem for a Typical Subset of System Graphs" potx
... (iv) the totalised values for area Atotal , Stotal , and time Ttotal ; the time based degree of parallelism γt the ranks of all vertices; the density ρ of the system graph These values can be achieved ... hardware-software systems, Ph.D thesis, University of California, Berkeley, Calif, USA, 1995 ´ ´ [13] P Arato, Z A Mann, and A Orb´ n, “Algorithmic aspects of a hardware/software partitioning, ” ACM Transactions ... automating the system partitioning as much as possible For the last 15 years, system partitioning has been a research field starting with first approaches being rather theoretic in their nature up to quite...
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Báo cáo hóa học: "APPLICATIONS OF THE POINCARÉ INEQUALITY TO EXTENDED KANTOROVICH METHOD" potx
... verification Indeed the authors stated therein that the solutions of (3.18) and (3.24) are of the same form because of the positivity of the coefficients on the left-hand side of (3.18) and (3.24) ... This completes the proof of the lemma Remark 3.6 If n = 1, one can solve g − λ−1 g = directly without having to appeal to the theory of elliptic PDEs Proposition 3.7 The solutions of (3.18) and ... ;U,V ,S,W) is convex in the remaining variables, including the z-variable That is, we are not required to utilize the full strength of the convexity of L here The extended Kantorovich method Now,...
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Báo cáo hóa học: " CSMA/CCA: A Modified CSMA/CA Protocol Mitigating the Fairness Problem for IEEE 802.11 DCF" docx
... example, the CSMA/CCA allowing for leakage yields worse fairness performance than the other two CSMA/CCA protocols The reason is that in the CSMA/CCA with leakage, after a successful data frame ... another data frame With the CSMA/CA protocol in use, the DCF provides both a DATA-ACK two-way handshaking basic access mechanism and an RTS-CTS-DATA-ACK four-way handshaking access mechanism (called ... can also occur within one BSS; for example, replacing AP1 and AP2 with STA3 and STA4 and assuming that all the stations are in the same BSS but STA3 and STA4 cannot hear each other, the same problem...
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ONE PARAMETER FAMILY OF LINEAR DIFFERENCE EQUATIONS AND THE STABILITY PROBLEM FOR THE NUMERICAL pdf
... to the number of roots of the characteristic polynomial inside the unit circle and the number of conditions at the end of the interval of integration is equal to the number of roots outside the ... linear combination of ρk (z) and σk (z) Proof The proof is an easy consequence of the fact that ρk (z) and σk (z) are a basis for the space of solutions of (3.4) Theorem 3.7 The polynomial ρk−1 (z), ... complete proof for the stability problem of such methods has been provided by using properties of the polynomials derived from these equations References [1] L Aceto, The Pascal matrix and some numerical...
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Báo cáo nghiên cứu khoa học: "USING ADAPTIVE CONTROL TO SOLVE THE TRACKING PROBLEM FOR A MOBILE MANIPULATOR" pptx
... order to perform the welding task, an assignment for the mobile platform and the manipulator is made as: the mobile platform should track the curved surface in which the welding trajectory lies ... on, and the manipulator has the duty of reaching to the altitude of the welding point 2.2 Kinematic Modeling for the Mobile Platform The kinematic equation of the platform can be described as the ... the manipulator torch tip on the x-y plane to the center C of platform, φ w is the heading angle in the horizontal plane of the welding torch, and φ C is the heading angle of the mobile platform...
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Báo cáo toán học: "The inverse problem associated to the Davenport constant for C2 ⊕ C2 ⊕ C2n, and applications to the arithmetical characterization of class groups" doc
... for r−1 C2 ⊕ C6 where r ∈ {5, 6, 7}, for C2 ⊕ C10 , and for C3 ⊕ C6 ; and D(G) = D∗ (G) + for C2 ⊕ C6 In addition to the direct problem of determining the Davenport constant the associated inverse ... investigations on the inverse problem is twofold On the one hand, we obtain a full solution to the inverse problem for groups of the form C2 ⊕ C2n for each n ∈ N The motivation for and relevance of these ... associated to C2 ⊕ C2n is relevant to that problem We need the solution of this inverse problem to distinguish the system of sets of lengths of the ring of integers of an algebraic number field with class...
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ON THE UNIQUENESS PROBLEM FOR MEROMORPHIC FUNCTIONS WITH HIGHER MULTIPILCITIES OF ZEROS AND POLES
... to determine the functions and in this case either the functions coincide or one is the bilinear transformation of the other In 1982 Gross and Yang [ ] proved the following theorem: Theorem A [ ... (S), and all of the zeros and poles of f and g are of multiplicities at least s, l, respectively, and p > + 1l , np > p + n Assume that for the following two systems of conditions, one of (I) and ... + 1s ) when a = Then f = g Theorem 1.3 Let f and g be two non-constant meromorphic (entire) functions and P (z) be a polynomial of the form (1.4) satisfying the condition (1.5) and m be a positive...
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APPLICATIONS OF THE ALEXANDER IDEALS TO THE ISOMORPHISM PROBLEM FOR FAMILIES OF GROUPS
... (k − i) minors of the presentation matrix A APPLICATIONS OF THE ALEXANDER IDEALS TO THE ISOMORPHISM PROBLEM The Alexander ideals not depend on the choices of the CW-complex X and the presentation ... that the solution of the isomorphism problem for the Baumslag-Solitar groups can be deduced quickly from the computation of Alexander ideals Proposition 2.1 The first Alexander ideal of the group ... properties with free groups, the isomorphism problem for parafree groups is very hard There have been some partial results in the isomorphism problem for groups in the families of parafree groups mention...
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