5,160 research outputs found
The anaphorae of the liturgy of Sts. Addai and Mari and the Byzantine liturgy of St. Basil the great: a comparative study
While all Eucharistic anaphoras derive their primary significance from the Christ- event and Last Supper, each one also reflects and expresses a particular liturgical tradition within Christianity. Two important liturgies from antiquity that share several common similarities are the Anaphora of Sts. Addai and Mari and the Byzantine Anaphora of St. Basil the Great. A detailed analysis of the historical and linguistic idiosyncrasies of the two anaphoras shows that Addai and Mari is clearly the more ancient Eucharistic prayer, a product of an East Syrian environment with distinctive Semitic elements, that has led scholars to claim possible apostolic antiquity. On the other hand, Byzantine-Basil belongs to a larger family of anaphoras attributed to the Cappadocian Father himself or to some redactor(s) within his liturgical tradition, and primarily reflects hellenistic ideas. St. Basil's journeys to Egypt and Syria seem to be responsible for the production of a Coptic version of Basil, which shares some common elements with Addai and Mari. Also, the two 'hellenized' East Syrian liturgies of Theodore of Mopsuestia and Nestorius (including the Maronite anaphora Sharar), which are very similar to the content of Addai and Mari, may be partially credited for identifying points of contact between the East Syrian and Byzantine prayers. The purpose of this thesis is to analytically examine the Eucharistic prayers of Addai and Mari and Byzantine-Basil by breaking down both anaphoras into their constitutive sections (through textual juxtaposition) in order to determine and affirm their mutual influence. The methods used are verbal and structural comparison, historical contextualization, and theological comparison. Where applicable, sections from other related anaphoras are also compared against the two main texts. The study concludes that despite Addai and Mari and Byzantine-Basil's individual uniqueness in style and content, both nonetheless are representative of the original Christian Eucharistic tradition and have seemingly influenced each other's development throughout history
Geometric classification of semidirect products in the maximal parabolic subgroup of Sp (2,R)
We classify up to conjugation by GL(2,R) (more precisely, block diagonal symplectic matrices) all the semidirect products inside the maximal parabolic of Sp(2,R) by means of an essentially geometric argument. This classification has already been established in [G. S. Alberti, L. Balletti, F. De Mari and E. De Vito, Reproducing subgroups of Sp(2,R). Part I: Algebraic classification, J. Fourier Anal. Appl. 9(4) (2013) 651-682] without geometry, under a stricter notion of equivalence, namely, conjugation by arbitrary symplectic matrices. The present approach might be useful in higher dimensions and provides some insight
Horocyclic harmonic Bergman spaces on homogeneous trees
The main focus of this contribution is on the harmonic Bergman spaces Bαp on the q-homogeneous tree q endowed with a family of measures σα that are constant on the horocycles tangent to a fixed boundary point and turn out to be doubling with respect to the corresponding horocyclic Gromov distance. A central role is played by the reproducing kernel Hilbert space Bα2 for which we find a natural orthonormal basis and formulae for the kernel. We also consider the atomic Hardy space and the bounded mean oscillation space. Appealing to an adaptation of Calderón-Zygmund theory and to standard boundedness results for integral operators on Lαp spaces with Hörmander-type kernels, we determine the boundedness properties of the Bergman projection. This work was inspired by [J. M. Cohen, F. Colonna, M. A. Picardello and D. Singman, Bergman spaces and Carleson measures on homogeneous isotropic trees, Potential Anal. 44(4) (2016) 745-766, doi:10.1007/s11118-015-9529-7; F. De Mari, M. Monti and M. Vallarino, Harmonic Bergman projectors on homogeneous trees, Potential Anal. 61 (2024) 153-182]
Jean-Robert Kupper, Documents administratifs de la salle 135 du palais de Mari transcrits et traduits f Archives royales de Mari XXII.
Lemaire André. Jean-Robert Kupper, Documents administratifs de la salle 135 du palais de Mari transcrits et traduits f Archives royales de Mari XXII.. In: Syria. Tome 63 fascicule 3-4, 1986. pp. 445-447
Ch.-F. Jean. Six campagnes de fouilles à Mari (1933-1939)
Bottéro Jean. Ch.-F. Jean. Six campagnes de fouilles à Mari (1933-1939). In: Revue de l'histoire des religions, tome 144, n°1, 1953. p. 115
Groups with finitely many normalizers of non-subnormal subgroups
It is proved that a group G has finitely many normalizers of non-subnormal subgroups if and only if each subgroup of G either is subnormal or has finitely many conjugates; groups with this latter property have been completely described in [8]. Moreover, groups with finitely many normalizers of infinite non-subnormal subgroups are described
On groups whose subgroups are either modular or contranormal
http://dx.doi.org/10.1017/S000497271200033
Charles F. Jean. — Six campagnes de fouilles à Mari, 1933-1939.
Parrot André. Charles F. Jean. — Six campagnes de fouilles à Mari, 1933-1939.. In: Syria. Tome 30 fascicule 3-4, 1953. p. 314
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