4,691 research outputs found
Determining hierarchy between conflicting treaties: are there vertical rules in the horizontal system?
Treaties are contractual instruments that may provide special rules of priority in case they conflict with other treaties. When a treaty does not provide such rules, however, priority is determined by the rules of the Vienna Convention on the Law of Treaties (VCLT) and/or general principles of law. This article argues that both the VCLT and general principles of law do not provide an adequate solution to treaty conflicts. It suggests that the solution to treaty conflicts rests in a value-oriented reading of international law and the norms incorporated in treaties. Norms represent values and values represent interests or benefits for which international society requires protection. Conflicts of treaty norms are, therefore, conflicts of values that courts and dispute settlement bodies resolve by ordering a hierarchy of competing interests and protecting the most important interests in a given context
Reducing Audible Spectral Discontinuities
In this paper, a common problem in diphone synthesis is discussed, viz., the occurrence of audible discontinuities at diphone boundaries. Informal observations show that spectral mismatch is most likely the cause of this phenomenon.We first set out to find an objective spectral measure for discontinuity. To this end, several spectral distance measures are related to the results of a listening experiment. Then, we studied the feasibility of extending the diphone database with context-sensitive diphones to reduce the occurrence of audible discontinuities. The number of additional diphones is limited by clustering consonant contexts that have a similar effect on the surrounding vowels on the basis of the best performing distance measure. A listening experiment has shown that the addition of these context-sensitive diphones significantly reduces the amount of audible discontinuities
On the Computation of the Kullback-Leibler Measure for Spectral Distances
Efficient algorithms for the exact and approximate computation of the symmetrical Kullback-Leibler (1998) measure for spectral distances are presented for linear predictive coding (LPC) spectra. A interpretation of this measure is given in terms of the poles of the spectra. The performances of the algorithms in terms of accuracy and computational complexity are assessed for the application of computing concatenation costs in unit-selection-based speech synthesis. With the same complexity and storage requirements, the exact method is superior in terms of accuracy
Four-point functions of all-different-weight chiral primary operators in the supergravity approximation
Recently a Mellin-space formula was conjectured for the form of correlation
functions of BPS operators in planar SYM in the strong 't
Hooft coupling limit. In this work we report on the computation of two
previously unknown four-point functions of operators with weights and , from the effective type-IIB supergravity
action using AdS/CFT. These correlators are novel: they are the first
correlators with all-different weights and in particular
is the first next-next-next-to-extremal correlator to ever have been computed.
We also present simplifications of the known algorithm, without which these
computations could not have been executed without considerable computer power.
The main simplifications we found are present in the computation of the
exchange Lagrangian and in the computation of tensors. After bringing our
results in the appropriate form we successfully corroborate the recently
conjectured formula.Comment: 20+23 pages, 3 figures; v2: published versio
Quantum Spectral Curve for the eta-deformed AdS_5xS^5 superstring
The spectral problem for the superstring and
its dual planar maximally supersymmetric Yang-Mills theory can be efficiently
solved through a set of functional equations known as the quantum spectral
curve. We discuss how the same concepts apply to the -deformed superstring, an integrable deformation of the superstring with quantum group symmetry. This model can
be viewed as a trigonometric version of the
superstring, like the relation between the XXZ and XXX spin chains, or the
sausage and the sigma models for instance. We derive the quantum
spectral curve for the -deformed string by reformulating the
corresponding ground-state thermodynamic Bethe ansatz equations as an analytic
system, and map this to an analytic system which upon suitable gauge
fixing leads to a system -- the quantum spectral curve. We
then discuss constraints on the asymptotics of this system to single out
particular excited states. At the spectral level the -deformed string and
its quantum spectral curve interpolate between the superstring and a superstring on "mirror" ,
reflecting a more general relationship between the spectral and thermodynamic
data of the -deformed string. In particular, the spectral problem of the
mirror string, and the thermodynamics of the
undeformed string, are described by a second
rational limit of our trigonometric quantum spectral curve, distinct from the
regular undeformed limit.Comment: 32+37 pages; 6 figures. v2: added reference
Four-point functions of 1/2-BPS operators of any weights in the supergravity approximation
We present the computation of all the correlators of 1/2-BPS operators in
SYM with weights up to 8 as well as some very high-weight
correlation functions from the effective supergravity action. The computation
is done by implementing the recently developed simplified algorithm in
combination with the harmonic polynomial formalism. We provide a database of
these results attached to this publication and additionally check for almost
all of the functions in this database that they agree with the conjecture on
their Mellin-space form.Comment: 6 pages, database included; v2: database extended, appendix adde
Towards 4-point correlation functions of any 1/2-BPS operators from supergravity
The quartic effective action for Kaluza-Klein modes that arises upon
compactification of type IIB supergravity on the five-sphere S^5 is a starting
point for computing the four-point correlation functions of arbitrary weight
1/2-BPS operators in N=4 super Yang-Mills theory in the supergravity
approximation. The apparent structure of this action is rather involved, in
particular it contains quartic terms with four derivatives which cannot be
removed by field redefinitions. By exhibiting intricate identities between
certain integrals involving spherical harmonics of S^5 we show that the net
contribution of these four-derivative terms to the effective action vanishes.
Our result is in agreement with and provides further support to the recent
conjecture on the Mellin space representation of the four-point correlation
function of any 1/2-BPS operators in the supergravity approximation.Comment: 12 page
Notes on the Ideology of International Organizations Law : The International Organization for Migration, State-making, and the Market for Migration
This article discusses the law and practice of the International Organization for Migration (IOM), a little-known but important international organization. The article aims to illuminate what it is the IOM does; how it influences its member state practices while simultaneously working on member state assignments; and how this affects the dominant theory underpinning the law of international organizations, i.e., the theory of functionalism. The article concludes that the IOM takes functionalist thought to extremes, and in doing so makes visible the latter’s ideological nature.Peer reviewe
The International Responsibility of NATO and Its Personnel during Military Operations
Book review: Nauta, David: The International Responsibility of NATO and Its Personnel during Military Operations. Leiden: Martinus Nijhoff, 2018, 194 pp, ISBN 9789004354616Non peer reviewe
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