8,721 research outputs found
Australia’s offshore processing of asylum seekers in Nauru and PNG: a quick guide to the statistics
This guide contains statistics on the number of asylum seekers at Offshore Processing Centres, the number who are children, the number who are found to refugees, and more.
Introduction
On 8 February 2008, some seven months after Kevin Rudd was sworn in as Prime Minister, the former Labor Government announced that the last remaining asylum seekers on Nauru had been transferred to Australia ending the Howard Government’s controversial so-called ‘Pacific Solution’, which had begun in 2001 in response to rising numbers of asylum seekers arriving by boat.
However, by July 2010, then Prime Minister, Julia Gillard announced in her first major policy speech that the Government had begun having discussions with regional neighbours about the possibility of establishing a regional processing centre for the purpose of receiving and processing irregular entrants to the region. Whilst only 25 asylum seekers had travelled by boat to Australia to seek asylum in the 2007–08 financial year by the time Gillard made her announcement in July 2010, more than 5,000 people had travelled by boat to Australia to seek asylum.
Whilst Gillard acknowledged that the number of asylum seekers arriving by boat to Australia was ‘very, very minor’ and that at the current rate of arrival it would take about 20 years to fill the Melbourne Cricket Ground (MCG) with asylum seekers, she identified a number of reasons why the processing of asylum seekers in other countries was again considered necessary:
to ensure that people smugglers have no product to sell
to remove the financial incentive for the people smugglers to send boats to Australia
to ensure that those arriving by boat do not get an unfair advantage over others
to secure Australia’s borders and create a fair and orderly migration
to prevent people embarking on a voyage across dangerous seas with the ever present risk of death
to ensure that everyone is subject to a consistent, fair assessment process
to improve the protection outcomes for refugees by establishing a framework for orderly migration within the region
to prevent the piling up of unauthorised arrivals in detention in Australia
in response to increased numbers of unauthorised people movements in the region and around the world and
in acknowledgment that irregular migration is a global challenge that can only be tackled by nations working together.
Though it took another two years for her Government to secure the statutory and practical arrangements for asylum seekers to be sent to third countries, people began to be transferred to Nauru on 14 September 2012 and to PNG on 21 November 2012.
It was not until two months before the 2013 federal election and in the wake of growing support for the Opposition’s tougher border protection policies, newly appointed Prime Minister, Kevin Rudd made a surprise announcement on 19 July 2013 that Australia had entered into a Regional Resettlement Arrangement with Papua New Guinea (PNG). Under the Arrangement, all (not just some) asylum seekers that arrive by boat would be transferred to PNG for processing and resettlement in PNG and in any other participating regional State. He subsequently made a similar Memorandum of Understanding (MOU) with Nauru.
Notwithstanding Prime Minister Rudd’s announcement, the Australian Labor Party was unable to secure another term in office and on 7 September 2013, the Liberal and National parties were voted in to form a Coalition Government, led by Tony Abbott. The current Coalition Government continues to implement the former Government’s offshore processing arrangements. However, the offshore processing of asylum seekers in Nauru and PNG has in due course proved contentious for a number of reasons, including:
the financial cost (see statistics below)
ongoing concerns about the safety and security of asylum seekers in the Processing Centres and in the broader community
ongoing concerns about the sustainability of involuntary settlement (currently in Nauru, PNG and Cambodia)
prolonged duration of detention and harsh living conditions are seen by some as punitive which is said to be causing or exacerbating psychological harm and
inadequate independent oversight of the Processing Centres to ensure relevant international standards are being met (see Annex for further information about these concerns).
This publication contains statistics provided by the Department of Immigration and Border Protection from commencement in 2012 (where available) until September 2015
Steady state spurious errors in shock-capturing numerical schemes
The behavior of the steady state spurious error modes of the MacCormack scheme and the upwind scheme of Warming and Beam was obtained from a linearized difference equation for the steady state error. It was shown that the spurious errors can exist either as an eigensolution of the homogeneous part of this difference equation or because of excitation from large discretization errors near oblique shocks. It was found that the upwind scheme does not permit spurious oscillations on the upstream side of shocks. Examples are given for the inviscid Burgers' equation and for one and two dimensional gasdynamic flows
Applications of the DFLU flux to systems of conservation laws
The DFLU numerical flux was introduced in order to solve hyperbolic scalar
conservation laws with a flux function discontinuous in space. We show how this
flux can be used to solve systems of conservation laws. The obtained numerical
flux is very close to a Godunov flux. As an example we consider a system
modeling polymer flooding in oil reservoir engineering
The cardiac bidomain model and homogenization
We provide a rather simple proof of a homogenization result for the bidomain
model of cardiac electrophysiology. Departing from a microscopic cellular
model, we apply the theory of two-scale convergence to derive the bidomain
model. To allow for some relevant nonlinear membrane models, we make essential
use of the boundary unfolding operator. There are several complications
preventing the application of standard homogenization results, including the
degenerate temporal structure of the bidomain equations and a nonlinear dynamic
boundary condition on an oscillating surface.Comment: To appear in Networks and Heterogeneous Media, Special Issue on
Mathematical Methods for Systems Biolog
Acoustic Tweezing and Patterning of Concentration Fields in Microfluidics
We demonstrate theoretically that acoustic forces acting on inhomogeneous
fluids can be used to pattern and manipulate solute concentration fields into
spatio-temporally controllable configurations stabilized against gravity. A
theoretical framework describing the dynamics of concentration fields that
weakly perturb the fluid density and speed of sound is presented and applied to
study manipulation of concentration fields in rectangular-channel acoustic
eigenmodes and in Bessel-function acoustic vortices. In the first example,
methods to obtain horizontal and vertical multi-layer stratification of the
concentration field at the end of a flow-through channel are presented. In the
second example, we demonstrate acoustic tweezing and spatio-temporal
manipulation of a local high-concentration region in a lower-concentration
medium, thereby extending the realm of acoustic tweezing to include
concentration fields.Comment: Revtex, 9 pages, 5 eps figure
Well-posedness theory for stochastically forced conservation laws on Riemannian manifolds
We investigate a class of scalar conservation laws on manifolds driven by
multiplicative Gaussian (Ito) noise. The Cauchy problem defined on a Riemannian
manifold is shown to be well-posed. We prove existence of generalized kinetic
solutions using the vanishing viscosity method. A rigidity result is derived,
which implies that generalized solutions are kinetic solutions and that kinetic
solutions are uniquely determined by their initial data ( contraction
principle). Deprived of noise, the equations we consider coincide with those
analyzed by Ben-Artzi and LeFloch (2007), who worked with Kruzkov-DiPerna
solutions. In the Euclidian case, the stochastic equations agree with those
examined by Debussche and Vovelle (2010).Comment: Submitted for publication on 23.09.1
- …