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Threshold Effects near the Lower Edge of the Spectrum for PeriodicMichael Birman, Tatyana Suslina, tanya@petrov.stoic.spb.su 14 February 2001 (has links)
No description available.
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The Riemann-Roch theorem for manifolds with conical singularitiesSchulze, Bert-Wolfgang, Tarkhanov, Nikolai January 1997 (has links)
The classical Riemann-Roch theorem is extended to solutions of elliptic equations on manifolds with conical points.
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The edge algebra structure of boundary value problemsSchulze, Bert-Wolfgang, Seiler, Jörg January 2001 (has links)
Boundary value problems for pseudodifferential operators (with or without the transmission property) are characterised as a substructure of the edge pseudodifferential calculus with constant discrete asymptotics. The boundary in this case is the edge and the inner normal the model cone of local wedges. Elliptic boundary value problems for non-integer powers of the Laplace symbol belong to the examples as well as problems for the identity in the interior with a prescribed number of trace and potential conditions. Transmission operators are characterised as smoothing Mellin and Green operators with meromorphic symbols.
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Drivers and barriers for relocation of freight operators to smaller airports - A case study at Jönköping airport (Axamo)Angelopoulos, Panagiotis, Leivo, Piia January 2013 (has links)
Air freight sector has been a growing market worldwide for many years. The rapid growth of scheduled freight aircraft services in particular has been a remarkable feature of the international airline industry during the past decades. Air freight traffic has grown faster than passenger traffic and the production of goods has become more dependent upon air freight services that link global supply chains together. Air transportation is useful when the goods must be delivered quickly and it also allows for more flexible hub-and-spoke networking structures, which are able to offset some of the problems of indirect flows. The concept of developing regional air-cargo centres can be seen from many different perspectives. The most important factors in airport location selection are connectivity to existing road and rail transport networks and current or potential freight traffic volumes. Right location allows firms to develop their own resources, consolidate their competitive position and nurture their growth. Once the company has located it is hard to relocate, so that is why the location decision has to be made carefully. Purpose: The main purpose of this thesis was to reveal the key factors, either positive or negative, which can affect the decision of air freight operators to relocate their express services to smaller airports. Methodology: The chosen method for this thesis was the mono method because the data collection technique was qualitative. Based on that interviews, the authors finalized their topic and their research questions and built question lists, one for the Jönköping airport (Axamo), one for the companies that already operate in Jönköping airport and one for companies that do not operate there. The authors decided to have semi-structured interviews with all the interviewees in order to cover the different themes of their research. Findings: The main findings from analysing the empirical data revealed that there are many different positive and negative factors that can affect the decision making for relocation of freight operators. The most important that were identified concern the airport’s infrastructure, location, quality of provided services, number of passenger flights and price policy. Moreover, the weather conditions at the region, the customers’ demand and connectivity with road and rail networks are also very influential.
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Privatization and regulatory oversight of commercial wildlife control activities in the United StatesLindsey, Kieran J. 15 May 2009 (has links)
Urbanization decreases the amount of natural habitat available to wildlife but some
species are able to adapt to and even thrive in human-dominated landscapes. When
humans and wildlife live in close proximity the number of conflicts increase. Natural
resource and agricultural departments were not designed to handle urban problems or the
number of complaints that arise in urban areas, and the nuisance wildlife control (NWC)
industry has developed in response to the unmet demand for assistance. Members of the
wildlife profession have expressed concerns over the impact the nuisance wildlife
control industry may have on wildlife, the public, and wildlife management, but no
national studies were found that examined the size, growth, and/or economic impact of
the industry. The most recent national reviews of regulation and oversight took place
≥10 years ago. This study examines 2 broad features of the NWC industry: 1) size and
economic impact of the industry in the U.S. (e.g., number of businesses, annual sales
revenue generated); and 2) the national regulatory environment. A total of 3,153 NWC
businesses were identified in the U.S., and a conservative annual sales figure of $140
million was estimated for the wildlife removal services only. Changes in the regulatory
environment from 1997-2007 were examined using a 10-category scoring system
developed during an earlier study, and comparing the results of both studies. Changes
were observed (P ≤ 0.05) for 9 of 10 characteristics, and the average cumulative score
rose from 2.20 to 4.28 out of 10.0.
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Ambarzumian¡¦s Theorem for the Sturm-Liouville Operator on GraphsWu, Mao-ling 06 July 2007 (has links)
The Ambarzumyan Theorem states that for the
classical Sturm-Liouville problem on $[0,1]$, if the set of Neumann
eigenvalue $sigma_N={(npi)^2: nin { f N}cup { 0}}$, then
the potential function $q=0$. In this thesis, we study the analogues
of Ambarzumyan Theorem for the Sturm-Liouville operators on
star-shaped graphs with 3 edges of different lengths. We first
solve the direct problem: to find out the set of eigenvalues when
$q=0$. Then we use the theory of transformation operators and
Raleigh-Ritz inequality to prove the inverse problem. Following
Pivovarchik's work on star-shaped graphs of uniform lengths, we
analyze the Kirchoff condition in detail to prove our theorems. In
particular, we study the cases when the lengths of the 3 edges
satisfy $a_1=a_2=frac{1}{2}a_3$ or
$a_1=frac{1}{2}a_2=frac{1}{3}a_3$. Furthermore, we work on Neumann
boundary conditions as well as Dirichlet boundary conditions. In
the latter case, some assumptions about $q$ have to be made.
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Source/receiver motion-induced Doppler influence on the bandwidth of sinusoidal signals /Pistacchio, David J. January 2003 (has links) (PDF)
Thesis (M.S. in Engineering Acoustics)--Naval Postgraduate School, December 2003. / Thesis advisor(s): Kevin Smith, Roy Streit. Includes bibliographical references (p. 95-100). Also available online.
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Online communications in tour operators marketing strategies : A case study on how and why do tour operators integrate online communication in their marketing strategiesThorbecke, Lysa, Britos, thomas January 2015 (has links)
The purpose of this thesis is to explore the different Internet tools in a marketing strategy, which can be used within a tour operator in Sweden. The question is why did they choose these specifics Internet tools and how do they use it. Further, this project aims to contribute to the development of new knowledge regarding the online marketing strategies in the outbound tourism market.
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A formula for the central value of certain Hecke L-functionsPacetti, Ariel Martín 28 August 2008 (has links)
Not available / text
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On non-Hermitian quantum mechanics.Peacock, Jared L. 19 March 2014 (has links)
The purpose of this dissertation is to review the salient features of non-Hermitian quantum
mechanics. An introduction to Hermitian quantum mechanics is included to make
this review as accessible as possible. Attempts at formulating a consistent physical theory
are introduced, before examining non-Hermitian theories' uses as convenient computational
frameworks. Particular emphasis is placed on recent developments in open
quantum systems that utilise non-Hermitian Hamiltonians. Chapter four introduces a
logic that maps a non-Hermitian Hamiltonian onto a non-Hamiltonian algebra that has
a Hermitian Hamiltonian. This was put forward by Sergi, who then goes on to show its
application to a two level system. The time evolution is then derived in terms of the
density matrix model. This system can then be used to analyse di erent types of decay
such as coherence and population di erence. This serves to illustrate the usefulness of
the approach. / Thesis (M.Sc.)-University of KwaZulu-Natal, Pietermaritzburg, 2013.
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