Introduction: Bone Marrow Aspiration and Biopsy (BMAB) is a painful procedure that can causes anxiety in patients. Music can help reduce pain and anxiety levels in patients by directing their attention from negative stimuli towards pleasant and encouraging thoughts. Objective: This study aims to determine the effect of classical Turkish music on pain and anxiety of patients undergoing BMAB. M...

The new techniques in seismic design of structures are usually attributed to high damping ratios. In such systems, the assumption of classical (i.e. proportional) damping is not valid and in most cases they should be considered as Non-classical systems. Since the analytical tools for studying the behavior of such structures are not easily available, the present work attempts to find the limits,...

Classical conditioning, the simplest form of associative learning, is one of the most studied paradigms in behavioural psychology. Since the formal description of classical conditioning by Pavlov, lesion studies in animals have identified a number of anatomical structures involved in, and necessary for, classical conditioning. In the 1980s, with the advent of functional brain imaging techniques...

This paper presents the core algorithm for a tool implementing a declarative approach to web form development. Instead of writing Javascript to implement error detection and implied value computation, web developers write an ontology in classical logic that describes the relationships between web form fields, and the Javascript is generated automatically. To meet performance demands, the compil...

We present an eecient proof procedure for classical and non-classical logics. The proof search is based on the matrix-characterization of validity where the emphasis on paths and connections avoids redundancies occurring in sequent or tableaux calculi. Our uniform technique of path-checking is applicable to arbitrary formulae and a generalization of Bibel's connection method for classical logic...

In dimension 1, we show that the Taylor expansion of a “generic” potential near a non degenerate critical point can be recovered from the knowledge of the semi-classical spectrum of the associated Schrödinger operator near the corresponding critical value. Contrary to the work of previous authors, we do not assume that the potential is even. The classical Birkhoff normal form does not contain e...

In dimension 1, we show that the Taylor expansion of a “generic” potential near a non degenerate critical point can be recovered from the knowledge of the semi-classical spectrum of the associated Schrödinger operator near the corresponding critical value. Contrary to the work of previous authors, we do not assume that the potential is even. The classical Birkhoff normal form does not contain e...

The authors prove that the standard least action principle implies a more general form of the same principle by which they can state generalized motion equation including the classical Euler equation as a particular case. This form is based on an observation regarding the last action principle about the limit case in the classical approach using symmetry violations. Furthermore the well known f...