Search results for 'Alexey Nikitkov' (try it on Scholar)

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  1. Darlene Bay & Alexey Nikitkov (2011). Subjective Probability Assessments of the Incidence of Unethical Behavior: The Importance of Scenario–Respondent Fit. Business Ethics 20 (1):1-11.score: 240.0
    Largely due to the difficulty of observing behavior, empirical business ethics research relies heavily on the scenario methodology. While not disputing the usefulness of the technique, this paper highlights the importance of a careful assessment of the fit between the context of the situation described in the scenario and the knowledge and experience of the respondents. Based on a study of online auctions, we provide evidence that even respondents who have direct knowledge of the situation portrayed in the scenario may (...)
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  2. Alex Nikitkov & Darlene Bay (2008). Online Auction Fraud: Ethical Perspective. [REVIEW] Journal of Business Ethics 79 (3):235 - 244.score: 30.0
    Internet fraud is an issue that increasingly concerns regulators, consumers, firms, and business ethics researchers. In this article, we examine one common form of internet fraud, the practice of shill bidding (when a seller in an auction enters a bid on his or her own item). The significant incidence of shill bidding on eBay (in spite of the fact that it is illegal just as it is in live auctions) exemplifies the current ineffectiveness of regulatory means as well as the (...)
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  3. Timoschuk Alexey (2008). Unity and Diversity Principle in Jagannatha's Worship. Proceedings of the Xxii World Congress of Philosophy 45:27-31.score: 30.0
    Xenophanes claimed that God is a ball, which means that he is a perfect body. This idea is well developed in Jagannatha worship, who is a central Deity in Orissa, India. It’s a round form of Krishna, who is usually depicted in a human like form. Jagannatha, his brother Baladeva and sister Subhadra are justified as round forms because of their specific manifestation of ecstasy, that, according to aesthetical theory (rasa tattva) happened to them. Yet there are many other explanations (...)
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  4. Gary S. Hartshorn (1992). A Russian "Silent Spring" Conservation of Living Nature and Resources: Problems, Trends, and Prospects Alexey V. Yablokov Sergey A. Ostroumov. BioScience 42 (7):559-560.score: 15.0
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  5. Malcolm R. Forster & Alexey Kryukov (2003). The Emergence of the Macroworld: A Study of Intertheory Relations in Classical and Quantum Mechanics. Philosophy of Science 70 (5):1039-1051.score: 3.0
    Classical mechanics is empirically successful because the probabilistic mean values of quantum mechanical observables follow the classical equations of motion to a good approximation (Messiah 1970, 215). We examine this claim for the one‐dimensional motion of a particle in a box, and extend the idea by deriving a special case of the ideal gas law in terms of the mean value of a generalized force used to define “pressure.” The examples illustrate the importance of probabilistic averaging as a method of (...)
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  6. Alexey Alyushin (2010). Time Scales of Observation and Ontological Levels of Reality. Axiomathes 20 (4):439-460.score: 3.0
    My goal is to conceive how the reality would look like for hypothetical creatures that supposedly perceive on time scales much faster or much slower than that of us humans. To attain the goal, I propose modelling in two steps. At step one, we have to single out a unified parameter that sets time scale of perception. Changing substantially the value of the parameter would mean changing scale. I argue that the required parameter is duration of discrete perceptive frames, or (...)
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  7. Alexey Kryukov (2004). On the Problem of Emergence of Classical Space—Time: The Quantum-Mechanical Approach. Foundations of Physics 34 (8):1225-1248.score: 3.0
    The Riemannian manifold structure of the classical (i.e., Einsteinian) space-time is derived from the structure of an abstract infinite-dimensional separable Hilbert space S. For this S is first realized as a Hilbert space H of functions of abstract parameters. The space H is associated with the space of states of a macroscopic test-particle in the universe. The spatial localization of state of the particle through its interaction with the environment is associated with the selection of a submanifold M of realization (...)
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  8. Gasan Gusejnov (2009). The Linguistic Aporias of Alexei Losev's Mystical Personalism. Studies in East European Thought 61 (2/3):153 - 164.score: 3.0
    Alexey Losev's concept of 'personality' was developed in his writings from the 1920s, "The Dialectics of Myth" and "The Philosophy of Name". In his later works (e.g. on the aesthetics of the Renaissance and in his book about Vladimir Soloviev) Losev also understood the 'personality' outside of the boundaries of philosophy and theology. For him, the mystical dimension of personality in the end dominates logical and cultural structures of the subject. Losev's concept of 'personality' as a myth, a symbol, (...)
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  9. Alexey Kryukov (2003). Coordinate Formalism on Abstract Hilbert Space: Kinematics of a Quantum Measurement. [REVIEW] Foundations of Physics 33 (3):407-443.score: 3.0
    Coordinate form of tensor algebra on an abstract (infinite-dimensional) Hilbert space is presented. The developed formalism permits one to naturally include the improper states in the apparatus of quantum theory. In the formalism the observables are represented by the self-adjoint extensions of Hermitian operators. The unitary operators become linear isometries. The unitary evolution and the non-unitary collapse processes are interpreted as isometric functional transformations. Several experiments are analyzed in the new context.
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  10. Alexey Kryukov, Geometric Derivation of Quantum Uncertainty.score: 3.0
    Quantum observables can be identified with vector fields on the sphere of normalized states. Consequently, the uncertainty relations for quantum observables become geometric statements. In the Letter the familiar uncertainty relation follows from the following stronger statement: Of all parallelograms with given sides the rectangle has the largest area.
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  11. Alexey Kryukov (2007). On the Measurement Problem for a Two-Level Quantum System. Foundations of Physics 37 (1):3-39.score: 3.0
    A geometric approach to quantum mechanics with unitary evolution and non-unitary collapse processes is developed. In this approach the Schrödinger evolution of a quantum system is a geodesic motion on the space of states of the system furnished with an appropriate Riemannian metric. The measuring device is modeled by a perturbation of the metric. The process of measurement is identified with a geodesic motion of state of the system in the perturbed metric. Under the assumption of random fluctuations of the (...)
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  12. Alexey Kryukov Malcolm R. Forster (2003). The Emergence of the Macroworld: A Study of Intertheory Relations in Classical and Quantum Mechanics. Philosophy of Science 70 (5):1039-1051.score: 3.0
    Classical mechanics is empirically successful because the probabilistic mean values of quantum mechanical observables follow the classical equations of motion to a good approximation (Messiah 1970, 215). We examine this claim for the one-dimensional motion of a particle in a box, and extend the idea by deriving a special case of the ideal gas law in terms of the mean value of a generalized force used to define "pressure." The examples illustrate the importance of probabilistic averaging as a method of (...)
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  13. Alexey Kryukov, The Double-Slit Experiment: A Paradox-Free Kinematic Description.score: 3.0
    The paradoxes of the double-slit experiment with an electron are shown to originate in the implicit assumption that the electron is always located in the classical space. It is demonstrated that there exists a natural substitute for this assumption that provides a method of resolving the paradoxes.
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  14. Alexey A. Kryukov (2006). Quantum Mechanics on Hilbert Manifolds: The Principle of Functional Relativity. [REVIEW] Foundations of Physics 36 (2):175-226.score: 3.0
    Quantum mechanics is formulated as a geometric theory on a Hilbert manifold. Images of charts on the manifold are allowed to belong to arbitrary Hilbert spaces of functions including spaces of generalized functions. Tensor equations in this setting, also called functional tensor equations, describe families of functional equations on various Hilbert spaces of functions. The principle of functional relativity is introduced which states that quantum theory (QT) is indeed a functional tensor theory, i.e., it can be described by functional tensor (...)
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  15. Alexey R. Fokin (2009). The Relationship Between Soul and Spirit in Greek and Latin Patristic Thought. Faith and Philosophy 26 (5):599-614.score: 3.0
    Some biblical texts suggest that man consists of two parts—body and soul—whereas others seem to indicate instead three parts—body, soul, and spirit. This paper examines how the Church Fathers dealt with this apparent contradiction. It finds that although they generally favor the body-soul dichotomy, they did not see it as contradicting a trichotomous view, for “spirit” can be interpreted in a number of ways: as another term for the soul, or as the lowest imaginative part of the soul, or as (...)
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  16. Alexey Kryukov, The EPR Experiment: A Paradox-Free Definition of Reality.score: 3.0
    The paradoxes of the EPR experiment with two particles are shown to originate in the implicit assumption that the particles are always located in the classical space. There exists a substitute for this assumption that yields a new definition of reality and offers a resolution of the paradoxes.
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  17. Alexey Kryukov, Nine Theorems on the Unification of Quantum Mechanics and Relativity.score: 3.0
    A mathematical framework that unifies the standard formalisms of special relativity and quantum mechanics is proposed. For this a Hilbert space H of functions of four variables x,t furnished with an additional indefinite inner product invariant under Poincare transformations is introduced. For a class of functions in H that are well localized in the time variable the usual formalism of non-relativistic quantum mechanics is derived. In particular, the interference in time for these functions is suppressed; a motion in H becomes (...)
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  18. [deleted]Pengmin Qin, Niall W. Duncan, Christine Wiebking, Paul Gravel, Oliver Lyttelton, Dave J. Hayes, Jeroen Verhaeghe, Alexey Kostikov, Ralf Schirrmacher & Andrew J. Reader (2012). GABAA Receptors in Visual and Auditory Cortex and Neural Activity Changes During Basic Visual Stimulation. Frontiers in Human Neuroscience 6.score: 3.0
    Recent imaging studies have demonstrated that levels of resting GABA in the visual cortex predict the degree of stimulus-induced activity in the same region. These studies have used the presentation of discrete visual stimulus; the change from closed eyes to open also represents a simple visual stimulus, however, and has been shown to induce changes in local brain activity and in functional connectivity between regions. We thus aimed to investigate the role of the GABA system, specifically GABAA receptors, in the (...)
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  19. Eric Jaligot, Alexey Muranov & Azadeh Neman (2008). Independence Property and Hyperbolic Groups. Bulletin of Symbolic Logic 14 (1):88 - 98.score: 3.0
    In continuation of [JOH04, OH07], we prove that existentially closed CSA-groups have the independence property. This is done by showing that there exist words having the independence property relative to the class of torsion-free hyperbolic groups.
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  20. Alexey M. Ivanitsky & Andrey R. Nikolaev (1999). Homogeneous Neural Networks Cannot Provide Complex Cognitive Functions. Behavioral and Brain Sciences 22 (2):293-293.score: 3.0
    Within the Hebbian paradigm the mechanism for integrating cell assemblies oscillating with different frequencies remains unclear. We hypothesize that such an integration may occur in cortical “interaction foci” that unite synchronously oscillated assemblies through hard-wired connections, synthesizing the information from various functional systems of the brain.
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  21. Alexey Belogurov, Arina Kozyr, Natalia Ponomarenko & Alexander Gabibov (2009). Catalytic Antibodies: Balancing Between Dr. Jekyll and Mr. Hyde. Bioessays 31 (11):1161-1171.score: 3.0
  22. Alexey V. Melkikh (2008). Dna Computing, Computation Complexity and Problem of Biological Evolution Rate. Acta Biotheoretica 56 (4).score: 3.0
    An analogy between the evolution of organisms and some complex computational problems (cryptosystem cracking, determination of the shortest path in a graph) is considered. It is shown that in the absence of a priori information about possible species of organisms such a problem is complex (is rated in the class NP) and cannot be solved in a polynomial number of steps. This conclusion suggests the need for re-examination of evolution mechanisms. Ideas of a deterministic approach to the evolution are discussed.
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  23. [deleted]Georg Northoff Pengmin Qin, Niall W. Duncan, Christine Wiebking, Paul Gravel, Oliver Lyttelton, Dave J. Hayes, Jeroen Verhaeghe, Alexey Kostikov, Ralf Schirrmacher, Andrew J. Reader (2012). GABAA Receptors in Visual and Auditory Cortex and Neural Activity Changes During Basic Visual Stimulation. Frontiers in Human Neuroscience 6.score: 3.0
    Recent imaging studies have demonstrated that levels of resting GABA in the visual cortex predict the degree of stimulus-induced activity in the same region. These studies have used the presentation of discrete visual stimulus; the change from closed eyes to open also represents a simple visual stimulus, however, and has been shown to induce changes in local brain activity and in functional connectivity between regions. We thus aimed to investigate the role of the GABA system, specifically GABAA receptors, in the (...)
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  24. Alexey Salikov (2012). Zum Tod von Wladimir Brjuschinkin (Vladimir Bryushinkin). Kant-Studien 103 (3).score: 3.0
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  25. [deleted]Anna Shestakova Yury Shtyrov, Galina Goryainova, Sergei Tugin, Alexey Ossadtchi (2013). Automatic Processing of Unattended Lexical Information in Visual Oddball Presentation: Neurophysiological Evidence. Frontiers in Human Neuroscience 7.score: 3.0
    Previous electrophysiological studies of automatic language processing revealed early (100-200 ms) reflections of access to lexical characteristics of speech signal using the so-called mismatch negativity (MMN), a negative ERP deflection elicited by infrequent irregularities in unattended repetitive auditory stimulation. In those studies, lexical processing of spoken stimuli became manifest as an enhanced ERP in response to unattended real words as opposed to phonologically matched but meaningless pseudoword stimuli. This lexical ERP enhancement was explained by automatic activation of word memory traces (...)
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  26. Alexey Alexandrov, Alexander Frolov & Jean Massion (1995). Is the Multi-Joint Pointing Movement Model Applicable to Equilibrium Control During Upper Trunk Movements? Behavioral and Brain Sciences 18 (4):745.score: 3.0
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  27. Véronique Chankowski, Sandrine Agusta-Boularot, Georgui Baltakov, Daniela Bogdanova, Andrzej S. Chankowski, Lionel Fadin, Éric Fouache, Grazdelina Georguieva, Alexey Gotzev & Georgui Nehrizov (2001). Pistiros (Bulgarie). Bulletin de Correspondance Hellénique 125 (2):731-736.score: 3.0
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  28. Alexey Golubev (2012). Genes at Work in Random Bouts. Bioessays 34 (4):311-319.score: 3.0
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  29. Alexey Kryukov, Coordinate Formalism on Abstract Hilbert Space.score: 3.0
    Coordinate formalism on Hilbert manifolds developed in \cite{Kryukov} is reviewed. The results of \cite{Kryukov} are applied to the simpliest case of a Hilbert manifold: the abstract Hilbert space. In particular, functional transformations preserving properties of various linear operators on Hilbert spaces are found. Any generalized solution of an arbitrary linear differential equation with constant coefficients is shown to be related to a regular solution by a (functional) coordinate transformation. The results also suggest a way of using generalized functions to solve (...)
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  30. Alexey N. Salikov (2014). „Kants Projekt der Aufklärung heute“. Kant-Studien 105 (3).score: 3.0
    Name der Zeitschrift: Kant-Studien Jahrgang: 105 Heft: 3 Seiten: 418-420.
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  31. Eric Shinn, Alfred Hübler, Dave Lyon, Matthias Grosse Perdekamp, Alexey Bezryadin & Andrey Belkin (2013). Nuclear Energy Conversion with Stacks of Graphene Nanocapacitors. Complexity 18 (3):24-27.score: 3.0
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  32. Doctor Xavier Emmanuelli, Leonid Roshal, Boris Cyrulnik, Hatem Kotrane, Alexey Ivanovitch Golovane, Norman Long & Pr Elena Rostislavovna Yarskaya-Smirnova (forthcoming). Doctor Xavier EMMANUELLI. Philosophy.score: 3.0
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  33. Alexey P. Kopylov (1995). On NP-Completeness in Linear Logic. Annals of Pure and Applied Logic 75 (1-2):137-152.score: 3.0
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  34. Alexey Kryukov, Coordinate Formalism on Hilbert Manifolds.score: 3.0
    Infinite-dimensional manifolds modelled on arbitrary Hilbert spaces of functions are considered. It is shown that changes in model rather than changes of charts within the same model make coordinate formalisms on finite and infinite-dimensional manifolds deeply similar. In this context the infinite-dimensional counterparts of simple notions such as basis, dual basis, orthogonal basis, etc. are shown to be closely related to the choice of a model. It is also shown that in this formalism a single tensor equation on an infinite-dimensional (...)
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  35. Alexey Kryukov, Coordinate Formalism on Hilbert Manifolds: String Bases of Eigenvectors.score: 3.0
    Coordinate formalism on Hilbert manifolds developed in \cite{Kryukov}, \cite{Kryukov1} is further analyzed. The main subject here is a comparison of the ordinary and the string bases of eigenvectors of a linear operator as introduced in \cite{Kryukov}. It is shown that the string basis of eigenvectors is a natural generalization of its classical counterpart. It is also shown that the developed formalism forces us to consider any Hermitian operator with continuous spectrum as a restriction to a space of square integrable functions (...)
     
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  36. Alexey Kryukov, Conformal Transformations of Space-Time as Vector Bundle Automorphisms.score: 3.0
    Conformal group of Minkowski space-time M is considered as a group of bundle automorphisms of a vector bundle U over M. 4-component spin-vectors (4-spinors) are sections of a subbundle of the tangent bundle over U. Isotropic 4-vectors are images of 4-spinors under projection. This leads to a particularly clear interpretation of the spin properties of Nature.
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  37. Artemiĭ Magun (ed.) (2013). Politics of the One: Concepts of the One and the Many in Contemporary Thought. Continuum.score: 3.0
    Machine generated contents note: -- Introduction to the OneThe Concept of One: From Philosophy to Politics -Artemy Magun Part I. Metaphysics of the One and the Multiple1. More than One -Jean Luc Nancy 2. Condivision, or Towards a Non- communitarian Concatenation of Singularities -Gerald Raunig 3. Unity and Solitude -Artemy Magun 4. The Fragility of the One -Maria Calvacante 5. The One: Construction or Event? For a Politics of Becoming -Boyan Mancher Part II. 20th-Century Thinkers of Unity and Multiplicity 6. (...)
     
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  38. Artemiĭ Magun (ed.) (2012). Political Theory and Contemporary Philosophy: Concepts of the One and the Many in Contemporary Thought. Continuum.score: 3.0
    Machine generated contents note: -- Introduction to the OneThe Concept of One: From Philosophy to Politics -Artemy Magun Part I. Metaphysics of the One and the Multiple1. More than One -Jean Luc Nancy 2. Condivision, or Towards a Non- communitarian Concatenation of Singularities -Gerald Raunig 3. Unity and Solitude -Artemy Magun 4. The Fragility of the One -Maria Calvacante 5. The One: Construction or Event? For a Politics of Becoming -Boyan Mancher Part II. 20th-Century Thinkers of Unity and Multiplicity 6. (...)
     
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  39. Alexey Ostrovsky (2011). Σ-Homogeneity of Borel Sets. Archive for Mathematical Logic 50 (5-6):661-664.score: 3.0
    We give an affirmative answer to the following question: Is any Borel subset of a Cantor set C a sum of a countable number of pairwise disjoint h-homogeneous subspaces that are closed in X? It follows that every Borel set ${X \subset {\bf R}^n}$ can be partitioned into countably many h-homogeneous subspaces that are G δ -sets in X.
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  40. Alexey Romanov (2007). De Jongh and Glivenko Theorems for Equality Theories★. Journal of Applied Non-Classical Logics 17 (3):347-357.score: 3.0
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  41. Alexey Salikov (2012). „Kants Projekt des ewigen Friedens im Kontext der modernen Politik“. Kant-Studien 103 (3).score: 3.0
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  42. Alexey Shlenov (1991). Conservation of Energy in a Static Universe. Apeiron 11:9.score: 3.0
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