Now showing items 41-60 of 2452

    • Optimization of muscle activation schemes in a finite element neck model simulating volunteer frontal impact scenarios 

      Correia, Matheus; McLachlin, Stewart; Cronin, Duane (Elsevier, 2020-03-07)
      Neck muscle activation is increasingly important for accurate prediction of occupant response in automotive impact scenarios and occupant excursion resulting from active safety systems such as autonomous emergency braking. ...
    • From Waste to Wealth: Policies to Promote the Circular Economy 

      Chevanaz, Regis Y.; Dimitrov, Stanko (Elsevier, 2024-03-01)
      The policy article addresses the urgent need for comprehensive policy framework to advance the circular economy, a crucial strategy in mitigating the global waste and pollution crisis. It seeks to bridge the research gap ...
    • Pure Pairs. IX. Transversal Trees 

      Scott, Alex; Seymour, Paul; Spirkl, Sophie (Society for Industrial and Applied Mathematics, 2024)
      Fix k>0, and let G be a graph, with vertex set partitioned into k subsets ("blocks") of approximately equal size. An induced subgraph of G is "transversal" (with respect to this partition) if it has exactly one vertex in ...
    • Around the closure of the set of commutators of idempotents in B(H): Biquasitriangularity and factorisation 

      Marcoux, Laurent; Radjavi, Heydar; Zhang, Yuanhang (Elsevier, 2023-04-15)
      In this paper, we continue our study of the norm-closure of the set CEof bounded linear operators acting on a complex, infinite-dimensional, separable Hilbert space Hwhich may be expressed as the commutator of two idempotent ...
    • Five Hilbert Space Problems in Operator Algebras 

      Marcoux, Laurent (Springer, 2022-11-03)
      A number of questions which have been solved over the years in the theory of single operators acting on Hilbert space have interesting analogues when recast in the setting of elements of C*-algebras. We list five of these, ...
    • A note on the structure of matrix *-subalgebras with scalar diagonals 

      MacDonald, Gordon; Mastnak, Mitja; Omladic, Matjaz; Radjavi, Heydar (EleMath, 2021)
      We characterize those unital, self-adjoint algebras of complex n x n matrices that are simultaneously unitarily similar to algebras in which every member has a scalar diagonal.
    • On *-similarity in C*-algebras 

      Marcoux, Laurent; Radjavi, Heydar; Yahaghi, B.R. (Instytut Matematyczny, 2020)
      Two subsets X and Y of a unital C -algebra A are said to be -similar via s 2 A􀀀1 if Y = s􀀀1Xs and Y = s􀀀1X s. We show that this relation imposes a certain structure on the sets X and Y, and that under certain natural ...
    • Quasidiagonal weighted shifts on directed trees 

      Marcoux, Laurent; Planeta, Artur (Instytut Matematyczny, 2023)
      We investigate quasidiagonality of weighted shifts on directed trees. We concentrate mainly on a subclass of weighted shifts operators called adjacency operators. In particular, we provide equivalent conditions for ...
    • On Specht's Theorem in UHF C*-algebras 

      Marcoux, Laurent; Zhang, Yuanhang (Elsevier, 2021-01-01)
      Specht’s Theorem states that two matrices Aand Bin Mn(C)are unitarily equivalent if and only if tr(w(A, A∗)) =tr(w(B, B∗))for all words w(x, y)in two non-commuting variables xand y. In this article we examine to what extent ...
    • Triangular Operator Algebras and Simultaneous Triangularisation 

      Marcoux, Laurent; Radjavi, Heydar; Rosenthal, Peter (American Mathematical Society, 2023)
      We consider the question of whether every collection of compact operators that is contained in a triangular operator algebra (in the sense of Kadison and Singer) must be simultaneously triangularisable. The answer is shown ...
    • On Norm-Limits of Algebraic Quasidiagonal Operators 

      Marcoux, Laurent (Theta Foundation, 2020)
      It is still an open question to know whether or not every quasidiagonal operator can be expressed as a norm-limit of algebraic quasidiagonal operators. In this note, we provide an alternative characterization of those ...
    • On the spectrum of the Sylvester-Rosenblum operator acting on triangular algebras 

      Marcoux, Laurent; Sourour, Ahmed Ramzi (Ele-Math, 2020)
      Let A and B be algebras and M be an A -B-bimodule. For A ∈ A , B ∈B, we define the Sylvester-Rosenblum operator τA,B :M →M via τA,B(M) = AM+MB for all M ∈ M . We investigate the spectrum of τA,B in three settings, namely: ...
    • Expansion und Dynastische Politik in Pontos: Zwei neue Ären unter Pharnakes I. 

      Coskun, Altay (Steiner Verlag, Stuttgart, Germany, 2022-01-01)
      The most heated debates on early-Pontic history surround the treaty of alliance made between Pharnakes I and the citizens of Chersonesos in year 157 (IOSPE I2 402 = III3 103). About a half of the present generation of ...
    • The Chronology of the Asylia Dossier from Kos Revisited in Light of Some Recent Epigraphic Discoveries 

      Coskun, Altay (Kabalcı, Istanbul, Türkiye, 2021-12-31)
      While the Third Syrian War was raging, the Koans deployed substantial diplomatic efforts to have the asylia of their Asklepieion and the panhellenic penteteric games recognized throughout the Mediterranean world. In the ...
    • Cavitation threshold evaluation of porcine cerebrospinal fluid using a Polymeric Split Hopkinson Pressure Bar-Confinement chamber apparatus 

      Bustamante, Mike; Cronin, Duane (Elsevier, 2019-12)
      Studies investigating mild Traumatic Brain Injury (mTBI) in the military population using experimental head surrogates and Finite Element (FE) head models have demonstrated the existence of transient negative pressures ...
    • Polynomial Bounds for Chromatic Number. IV: A Near-polynomial Bound for Excluding the Five-vertex Path 

      Scott, Alex; Seymour, Paul; Spirkl, Sophie (Springer, 2023-09-15)
      A graph G is H -free if it has no induced subgraph isomorphic to H. We prove that a P5-free graph with clique number ω ≥ 3 has chromatic number at most ωlog2(ω). The best previous result was an exponential upper bound ...
    • Pure Pairs. V. Excluding Some Long Subdivision. 

      Scott, Alex; Seymour, Paul; Spirkl, Sophie (Springer, 2023-06-16)
      A \pure pair" in a graph G is a pair A;B of disjoint subsets of V (G) such that A is complete or anticomplete to B. Jacob Fox showed that for all " > 0, there is a comparability graph G with n vertices, where n is large, ...
    • Strengthening Rodl's theorem 

      Chudnovsky, Maria; Scott, Alex; Seymour, Paul; Spirkl, Sophie (Elsevier, 2023-11)
      What can be said about the structure of graphs that do not contain an induced copy of some graph H? Rödl showed in the 1980s that every H-free graph has large parts that are very sparse or very dense. More precisely, ...
    • My data collection is complete, now what? Connecting researchers to Data Repositories that can support Cold Regions Researchers 

      Sairam, Pranav; Persaud, Bhaleka; Steeleworthy, Michael; Van Cappellen, Philippe (University of Waterloo, 2020-11-27)
      The natural climate variability of the cold regions, together with the relatively sparse observational data sets and difficult terrain can make data collection which supports key science challenging. Notwithstanding, ...
    • Role of Artificial Intelligence in Theranostics: Toward Routine Personalized Radiopharmaceutical Therapies 

      Brosch-Lenz, Julia; Yousefirizi, Fereshteh; Zukotynski, Katherine; Beauregard, Jean-Mathieu; Gaudet, Vincent C.; Saboury, Babak; Rahmim, Arman; Uribe, Carlos F. (Elsevier, 2021-10)
      KEY POINTS AI has shown promising applications in quantitative imaging required for dosimetry. Segmentation of organs and tumors, the most time consuming task in the dosimetry workflow, can be automated using AI. ...

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