Now showing items 41-60 of 422

    • Chapter 1 -- Quantum neural computation of entanglement is robust to noise and decoherence 

      Behrman, Elizabeth C.; Nguyen, Nam H.; Steck, James E.; McCann, M. (Elsevier, 2017)
      Measurement and witnesses of entanglement remain an important issue in quantum computing. Most witnesses will work for only a very restricted class of states, while measurements commonly require lengthy procedures. Quantum ...
    • Chronologically dating the early assembly of the Milky Way 

      Montalbán, Josefina; MacKereth, J. Ted; Miglio, Andrea; Vincenzo, Fiorenzo; Chiappini, Cristina; Buldgen, Gaël; Ferguson, Jason W. (Springer Nature, 2021-05-17)
      The standard cosmological model predicts that galaxies are built through hierarchical assembly on cosmological timescales$^{1,2}.$ The Milky Way, like other disk galaxies, underwent violent mergers and accretion of small ...
    • Classification of simply connected cohomogeneity one manifolds in lower dimensions 

      Muzzy, Sara E. (Wichita State University, 2017-05)
      A cohomogeneity one manifold is a topological manifold with an effective topological action of a compact Lie group whose quotient is one dimensional. Cohomogeneity one manifolds were introduced by Mostert in 1957, however ...
    • Cluster analysis: A modern statistical review 

      Jaeger, Adam; Banks, David (John Wiley and Sons Inc, 2022-08-19)
      Cluster analysis is a big, sprawling field. This review paper cannot hope to fully survey the territory. Instead, it focuses on hierarchical agglomerative clustering, k-means clustering, mixture models, and then several ...
    • CMC capillary surfaces at reentrant corners 

      Athanassenas, Maria; Lancaster, Kirk E. (Pacific Journal of Mathematics at the University of California, 2008-02)
      For a capillary graph in a vertical cylinder × R R3, the existence of a reentrant corner P 2 @ makes the determination of the continuity at P (or the behavior of the radial limits at P) of the solution problematic. ...
    • Cobordism invariance of the homotopy type of the space of positive scalar curvature metrics 

      Walsh, Mark (American Mathematical Society, 2013-07)
      Let X and Y be a pair of smooth manifolds, each obtainable from the other by surgery in codimension at least three. We show that the corresponding spaces Riem(+)(X) and Riem(+)(Y), respectively consisting of Riemannian ...
    • Combinatorial input recognition algorithm Internet applications to HTTP web servers 

      Myers, Joseph Kenneth (Wichita State University. Graduate School., 2007-04-27)
      We introduce an algorithm for the classical recognition problem of identifying elements s within a class of strings S = {s1, s2, ..., sn}. Here it is assumed that struct s = { char *a; int z; }; and that for two strings ...
    • Comparing motor competence of sex-and age-matched youth with intellectual disability from Brazil and the United States 

      Bertapelli, Fabio; Pitetti, Kenneth H.; Miller, Ruth A.; Jaeger, Adam; Loovis, Michael; do Amaral-Junior, Wilson D.; de Barros-Filho, Marcos M.; Guerra-Junior, Gil (Human Kinetics Publishers Inc., 2020)
      Youth with intellectual disabilities (IDs) demonstrate below-criteria motor competence (MC) compared with typically developing (TD) youth. Whether differences in MC exist for youth with ID from different countries is ...
    • A comparison of some numerical conformal mapping methods for simply and multiply connected domains 

      Badreddine, Mohamed; DeLillo, Thomas K.; Sahraei, Saman (American Institute of Mathematical Sciences, 2019-01)
      This paper compares some methods for computing conformal maps from simply and multiply connected domains bounded by circles to target domains bounded by smooth curves and curves with corners. We discuss the use of explicit ...
    • Composite optimal control for interconnected singularly perturbed systems 

      Alghamdi, Saud A. (Wichita State University, 2017-05)
      This dissertation deals with the design of a decentralized control and estimators for large scale interconnected singularly perturbed stochastic systems for system stabilization and cost minimization. Singular perturbation ...
    • Computation of plane potential flow past multi-element airfoils using conformal mapping, revisited 

      Sahraei, Saman (Wichita State University, 2018-05)
      Calculations of potential ow and pressure over multi-element airfoils are studied, using conformal maps. A composition of classical Karman-Tre tz maps is used to smooth out the trailing edge corners successively, from ...
    • Computation of Stokes waves using conformal mapping 

      Mears, Justin Laurence (Wichita State University, 2016-05)
      In this paper we study the time dependent water wave problem for Stokes waves on water of infinite and finite depth using numerical conformal mapping techniques. We begin by briefly reviewing Fornberg's numerical conformal ...
    • A computing method for multivariate isotonic regression 

      Traore, Ye Emma (Wichita State University, 2010-12)
    • Concept study for observing galactic neutrinos in Neptune’s atmosphere 

      English, Trent (Wichita State University, 2022-05)
      I discuss the feasibility of a conceptual space-based neutrino detector that utilizes the Ice Giants as targets for galactic neutrinos. The purpose of this research stems from the concept of wanting to find a new method ...
    • Conformal capacity and polycircular domains 

      Hakula, Harri; Nasser, Mohamed M.S.; Vuorinen, Matti (Elsevier, 2022-09-13)
      We study numerical conformal mapping of multiply connected planar domains with boundaries consisting of unions of finitely many circular arcs, so called polycircular domains. We compute the conformal capacities of condensers ...
    • Conformal deformation of a conic metric 

      Jones, Miranda Rose (Wichita State University, 2011-05)
      The problem studied here focuses on a compact manifold M without boundary in which the Riemannian metric g is on Λ = M – {p1, p2,…,pκ}. Near the pi 's, g has a particular type of singularity in which locally M = (0, δ)x ...
    • Conformally variational riemannian invariants 

      Case, Jeffrey S.; Lin, Yueh-Ju; Yuan, Wei (American Mathematical Society, 2019-06-01)
      Conformally variational Riemannian invariants (CVIs), such as the scalar curvature, are homogeneous scalar invariants which arise as the gradient of a Riemannian functional. We establish a wide range of stability and ...
    • Conjectures in inverse boundary value problems for quasilinear elliptic equations 

      Sun, Ziqi (Department of Mathematics of the Universidad de la Frontera Temuco-Chile and the Department of Mathematics of the Universidade Federal de Pernambuco, Recife-Brazil, 2005-12)
      Inverse boundary value problems originated in early 80’s, from the contribution of A.P. Calderon on the inverse conductivity problem [C], in which one attempts to recover the electrical conductivity of a body by means ...
    • Conjugate loci of pseudo-Riemannian 2-step nilpotent Lie groups with nondegenerate center 

      Jang, Changrim; Parker, Phillip E. (Springer, 2005)
      We determine the complete conjugate locus along all geodesics parallel or perpendicular to the center (Theorem 2.3). When the center is one-dimensional we obtain formulas in all cases (Theorem 2.5), and when a certain ...
    • Consistent Estimation of Distributions with Type II Bias with Applications in Competing Risks Problems 

      El Barmi, Hammou; Mukerjee, Hari (Institute of Mathematical Statistics, 2004-02)
      A random variable X is symmetric about 0 if X and -X have the same distribution. There is a large literature on the estimation of a distribution function (DF) under the symmetry restriction and tests for checking this ...