1,722,553 research outputs found
THE HAGIOGRAPHICAL IMAGES OF ST. IOVANE ATHONITE AND IOVANE-TORNIKE (ACCORDING TO THE NARRATIVE BY ST. GIORGI ATHONITE)
No full texthttps://geohistory.humanities.tsu.ge/ge/procedings/83-shromebi/169-shromebi-12.htmlThe foundation of the literary school and the theological center of Mount
Athos is connected to the names of two military leaders: St. Iovane Athonite
and Iovane-Tornike. The historical accounts about them are preserved in the old
Georgian and Byzantine sources. In those sources their images are refined and
their political and ecclesiastical activities are presented in detail. The images of
St. Iovane and Iovane-Tornike and facts about their deeds are described in St.
Giorgi Athonite’s work named as The Life of our Venerable Fathers Iovane and
Eqvtime and the Account of their Worthy Citizenship Described by the
Wretched Hieromonk, Giorgi.
The aim of the author is full demonstration of life and activities of St.
Iovane Athonite and Iovane-Tornike in order to present their perfect image. St.
Iovane Athonite was committed to enhance the spiritual life of his country and
he supported his son, St. Eqvtime in translation of various books, he found the
meaning of his existence in service of national ideas, he took up a responsibility
of enriching Georgian literature and thought about the promotion of Georgian
cultural values.
Iovane-Tornike played great role in history of Iviron, since he built the
church named after Holy Virgin in 980-983 with the treasury given to him as a
response to his active support of Byzantine Emperor in 979. His initiative was
to prepare full version of the Bible, rewritten at Oshki Monastery, named as
“Paradise”, “Treasure”, which was later transfered to Mount Athos. He
committed himself enrichment of library of Iviron monastery.
The hagiographical images of St. Iovane Athonite and Iovane-Tornike are
displayed in cultural-educational context of their contemporary period, monastic
and social life are also taken into consideration
Cantorian spacetime and Hilbert space: part II - Relevant Consequences
No full textIn this paper, we will show the consequences of the link between epsilon((infinity))and H-(infinity). Starting from El Naschie's epsilon((infinity)) nature shows itself as an arena where the laws of physics appear at each scale in a self-similar way, linked to the resolution of the observations; while Hilbert's space H-(infinity) is the mathematical support to describe the interaction between the observer and dynamical systems.
The present formulation of space-time, based on the non-classical, Cantorian geometry and topology of the space-time, automatically solves the paradoxical outcome of the two-slit experiment and duality. The experimental fact that a wave-particle duality exists is an indirect confirmation of the existence of epsilon((infinity)). Another direct consequence of the fact that real space-time is the infinite dimensional hierarchical epsilon((infinity)) is the existence of the scaling law R(N). The present author proposed it as a generalization of the Compton wavelength. This rule gives an answer to segregation of matter at different scales; it shows the role of fundamental constants like the speed of light and Plank's constant h in the fundamental lengths scale without invoking the methodology of quantum mechanics.
In addition, we consider the genesis of E-Infinity. A Cantorian potential theory can be formulated to take into account the geometry and topology of epsilon((infinity)) in the context of gravitational theories. Consequently, we arrive at the result of the existence of gravitational channels
Eugenia Mastellone Iovane, L'auctoritas di Virgilio nel commento di Porfirione ad Orazio
No full textTordeur Pol. Eugenia Mastellone Iovane, L'auctoritas di Virgilio nel commento di Porfirione ad Orazio. In: L'antiquité classique, Tome 70, 2001. p. 306
Wavelets and multiresolution analysis: Nature of epsilon((infinity)) Cantorian space-time
No full textIn this paper, starting from El Naschic E-infinity Cantorian space-time, we consider the link between the Brownian motion presented by the first author in some earlier papers in the context of cosmology and the multiresolution analysis based on the wavelet transform. We will consider the hypothesis that the present hierarchical segregated Universe is the effect of an expansion, which follows a scaling law. We will give a mathematical method to support El Naschie's picture of the resolution dependence of the observations. In other words, this confirms the vision in which everything we see or measure is resolution dependent
Eugenia Mastellone Iovane. — Paura e angoscia in Tacite, 1989. (Studi Latini, 2)
No full textMarache René. Eugenia Mastellone Iovane. — Paura e angoscia in Tacite, 1989. (Studi Latini, 2). In: Revue des Études Anciennes. Tome 93, 1991, n°1-2. p. 176
Eugenia Mastellone Iovane, Paura e angoscia in Tácito. Implicazioni ideologiche e politiche
No full textDehon Pierre-Jacques. Eugenia Mastellone Iovane, Paura e angoscia in Tácito. Implicazioni ideologiche e politiche. In: L'antiquité classique, Tome 60, 1991. pp. 424-425
Cantorian spacetime and Hilbert space: part I - Foundations
No full textWe are going to show the link between the epsilon((infinity)) Cantorian space and the Hilbert spaces H-(infinity). in particular, El Naschie's epsilon((infinity)) is a physical spacetime, i.e. an infinite dimensional fractal space, where time is spacialized and the transfinite nature manifests itself. El Naschie's Cantorian spacetime is an arena where the physics laws appear at each scale in a self-similar way linked to the resolution of the act of observation. By contrast the Hilbert space H-(infinity) is a mathematical support, which describes the interaction between the observer and the dynamical system under measurement.
The present formulation, which is based on the non-classical Cantorian geometry and topology of spacetime, automatically solves the paradoxical outcome of the two-slit experiment and the so-called particle-wave duality. In particular, measurement (i.e. the observation) is equivalent to a projection of epsilon((infinity)) in the Hilbert space built on 3 + 1 Euclidean spacetime. Consequently, the wave-particle duality becomes a mere natural consequence of conducting an experiment in a spacetime with non-classical topological and geometrical structures, while observing and taking measurements in a classical smooth 3 + 1 Euclidean spacetime. In other words, the experimental fact that a wave-particle duality exists is an indirect confirmation of the existence of epsilon((infinity)) and a property of the quantum-classical interface.
Another direct consequence of the fact that real spacetime is infinite dimensional hierarchical epsilon((infinity)) is the existence of scaling law R(N), introduced by the author, which generalizes the Compton wavelength. It gives an answer to the problem of segregration of matter at different scales, and shows the role of fundamental constants such as the speed of light and Plank's constant h in the fundamental lengths scale without invoking the principles of quantum mechanics
On Gronwall-Bellman-Bihari type Integral Inequalities in Several Variables with Retardation for Discontinuous Functions
No full textAnalysis of the Properties of the Solutions of Impulsive Systems of Differential and Integro-Differential Equations (Part I)
No full textThis article is devoted to the investigation of nonlinear systems of differential and integro-differential equations with various nonlinearities and impulse influence in fixed moments of time. The conditions of boundedness solutions, attraction, Lyapunov stability (uniform, asymptotical), practical Chetaev stability (uniform, attractive) of non-disturbed solutions of perturbed impulsive systems are obtained
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