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Showing 1 to 20 of 32 for “"Complex variables"”.

  1. Functions of two complex variables

    Browne, Philip Lincoln1941

    Thesis (M.A.)--Michigan State College of Agriculture and Applied Science. Dept. of Mathematics, 1941

    msu Repository record

  2. Bloch Functions in Several Complex Variables

    Timoney, Richard MartinUniversity of Illinois at Urbana-Champaign2014

    Made available in DSpace on 2014-12-14T13:09:41Z (GMT). No. of bitstreams: 1 7913638.pdf: 4758909 bytes, checksum: 1af7da2445b83fce9e5977d0ae489e65 (MD5) Previous issue date: 1978

    uiuc Repository record

  3. Approximations of Functions of Several Complex Variables

    Keller, Charles Lewis, Jr.University of Illinois at Urbana-Champaign2014

    Made available in DSpace on 2014-12-05T21:50:06Z (GMT). No. of bitstreams: 1 0018158.pdf: 1874459 bytes, checksum: 64be3d7c2d102515670c4793a5ab0493 (MD5) Previous issue date: 1956

    uiuc Repository record

  4. Proper holomorphic mappings in several complex variables

    Setya-Budhi, Marcus WonoUniversity of Illinois at Urbana-Champaign2011

    A holomorphic mapping f from a bounded domain D in $\doubc\sp{n}$ to a bounded domain $\Omega$ in $\doubc\sp{N}$ is proper if the sequence $\{f(zj)\}$ tends to the boundary of $\Omega$ for every sequence $\{zj\}$ which tends to the boundary of D. Let f be a proper holomorphic mapping from the unit …

    uiuc Repository record

  5. Hyper-Complex Variables, Their Functions and Applications in Physics

    Ketchum, Pierce WaddellUniversity of Illinois at Urbana-Champaign1926

    uiuc Repository record

  6. Proper holomorphic mappings of positive codimension in several complex variables

    Chiappari, Stephen AnthonyUniversity of Illinois at Urbana-Champaign2011

    A holomorphic mapping f from a bounded domain $\Omega$ in C$\sp{\rm n}$ to a bounded domain $\Omega\sp\prime$ in C$\sp{\rm N}$ is proper if and only if (f(z$\sb\nu$)) tends to the boundary b$\Omega\sp\prime$ for each sequence (z$\sb\nu$) that tends to b$\Omega$. If the domains are balls B$\sb{\rm …

    uiuc Repository record

  7. Analytic Solutions for Flows Through Cascades

    Baddoo, Peter JonathanUniversity of Cambridge2020

    … order to find analytic solutions, sophisticated complex analysis is employed in the form of singular integral equations, Riemann--Hilbert problems, the Wiener--Hopf method and conformal mappings via the transcendental Schottky--Klein prime function. These methods are applied in the context of …

    cambridge Repository record

  8. Zeros of partial sums of power series

    Qian, XiaolingUniversity of Illinois at Urbana-Champaign2011

    … theorems about power series in several complex variables. Examples illustrate that Jentzsch-type theorems in several complex variables depend on the way in which the partial sums are defined and on the convergence domain of the power series.

    uiuc Repository record

  9. Finitely generated function algebras

    Sacks, JonathanDepartment of Mathematics and Applied Mathematics1970

    … and the theory of analytic functions of several complex variables. The last mentioned theory has led to some of the most powerful results in the theory of function algebras. Not surprisingly, many of these results, for example Rossi's local maximum modulus principle theorem 2.24, were first …

    cape-town Repository record

  10. Concentração de tensões em chapas infinitas tracionadas

    Campos, Alexandre DominguesUniversidade Federal do Rio de Janeiro1983

    … in infinite plates with holes, using complex variables functions. Applications of this technique to different problems are presented as well as the soluction of the same problems using Finite Element Method. Through results comparison, conclusions are established and some interesting …

    brazil-uerj Repository record

  11. Interpolation of Weighted L2 Holomorphic Functions in Higher Dimensions

    Forgacs, TamasUniversity of Illinois at Urbana-Champaign2015

    … interpolation theorem in the setting of several complex variables. We consider a Kahler manifold X with a metric &ohgr; whose Ricci curvature is non-positive and we assume that X admits a Green's function. In this setup we give a sufficient condition for a closed smooth uniformly flat …

    uiuc Repository record

  12. The Boundary Behavior of Holomorphic Functions

    Min, Baili2010

    In the theory of several complex variables, the Fatou type problems, the Lindel\"{o}f principle, and inner functions have been well studied for strongly pseudoconvex domains. In this thesis, we are going to study more generalized domains, those of finite type. In Chapter 2 we show that there is no …

    wustl Repository record

  13. Regularity of the Bergman Projection on Variants of the Hartogs Triangle

    Chen, Liwei2015

    … a classical source of counterexamples in several complex variables, and generalize it to higher dimensions. We investigate the Lp mapping properties of the weighted Bergman projections on these Hartogs domains. As applications, we obtain the Lp regularity of the twisted-weighted Bergman …

    wustl Repository record

  14. Holomorphic Hardy Space Representations for Convex Domains in Cn

    Paulk, Jennifer West2017

    … of holomorphic functions for a domain in several complex variables, that is, when the complex dimension is greater than or equal to two. The results we obtain are analogous to well known theorems in one complex variable. The domains we are concerned with are strongly convex with real boundary of …

    arkansas Repository record

  15. Conditions on u(x,y) and v(x,y) necessary and sufficient for the regularity of u + iv

    Maker, Philip TillotsonUniversity of Illinois at Urbana-Champaign1938

    uiuc Repository record

  16. Does anyone here speak tashelhait? Perspectives on environment, identity and social change in south Morocco

    Bradford, Lewis A2012

    … “Blackness” and all of its corresponding complexity is not generally associated with the countries and cultures of North Africa in either academic or popular discourse. Black Moroccan communities challenge us to expand our understanding of the Middle East and Africa by forcing us to …

    depaul Repository record

  17. Infinite Series Identities in the Theory of Elliptic Functions and Q-Series

    Kongsiriwong, SarachaiUniversity of Illinois at Urbana-Champaign2015

    … theta product identity of a function of k + 1 complex variables. In Chapter 4, we give a simple new proof of the classical theta-function inversion formula. In Chapter 5, we give two general methods for proving q-series-product identities. The first method uses basic properties of roots of …

    uiuc Repository record

  18. An Algebraic Generalization of Subelliptic Multipliers

    Cho, Jae-SeongUniversity of Illinois at Urbana-Champaign2015

    … subelliptic multipliers in the theory of several complex variables. Kohn's work applies to rings of germs of smooth functions. A special case of it leads to an interesting algebraic procedure defined for the ring of convergent power series with complex coefficients. We modify this procedure by …

    uiuc Repository record

  19. Interpolation Methods for the Model Reduction of Bilinear Systems

    Flagg, Garret MichaelVirginia Tech2012

    … functions satisfy interpolation conditions in k complex variables. The solution to this realization problem can be used to construct a bilinear system realization directly from sampling data on the kth-order transfer functions, without requiring the formation of the realization matrices for the …

    vt Repository record

  20. Real-Time Visualizations of Ocean Data Collected by the NORUS Glider

    Medina, Daniel M2010

    … generate visual representations of large and complex sets of science data. These types of applications allow scientists to gain greater knowledge and insight into their data. For example, the visualization of environmental data is of particular interest to biologists when trying to understand …

    calpoly Repository record

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