Results 21 to 30 of about 362,279 (235)
KARAKTERISASI MODUL PRIMA DAN MODUL HEREDITER ATAS ALJABAR NAKAYAMA
Misalkan K suatu lapangan, A = KE adalah suatu aljabar lintasan yang bersesuaian dengan suatu graf berarah E. Aljabar lintasan A disebut Nakayama jika aljabar bersifat basic dan terhubung dari graf (graf berarah) EA, dimana setiap titik menjadi sumber ...
RISNAWITA RISNAWITA +2 more
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Application of multifractal analysis to the study of SAR features and oil spills on the ocean surface [PDF]
The use of synthetic aperture radar (SAR) to investigate the ocean surface provides a wealth of useful information that is very seldom used to its full potential.
A. M. Tarquis +6 more
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Polynomial Modules Over Macaulay Modules [PDF]
In [2] we introduced a concept of a Macaulay module over a right noetherian ring by saying that all associated primes of the module have the same codimension. That is to say that a module M over a right noetherian ring R is Macaulay if K dim R/P = K dim R/Q for all P, Q ∈ Ass M.
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$D$-module and $F$-module length of local cohomology modules [PDF]
Let $R$ be a polynomial or power series ring over a field $k$. We study the length of local cohomology modules $H^j_I(R)$ in the category of $D$-modules and $F$-modules. We show that the $D$-module length of $H^j_I(R)$ is bounded by a polynomial in the degree of the generators of $I$.
Katzman, M. +3 more
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Distributive modules and Armendariz modules
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
ZHOU, Yiqiang, ZIEMBOWSKI, Michał
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All rings R considered here are commutative with identity and all the modules are unital right modules. As defined by Mehdi [6] a module MR is said to be a multiplication module if for every pair of submodules K and N of M, K ⊂ N implies K=NA for some ideal A of R. This concept generalizes the well known concept of a multiplication ring.
Singh, Surjeet, Mehdi, Fazal
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Bi-layer diaphragm walls: structural and sectional analysis
The bi-layer diaphragm wall, a new slurry wall type designed to cope with the problem of watertightness is studied in this paper. These walls consist of two bonded concrete layers, the first, a conventional Reinforced Concrete (RC) diaphragm wall, and ...
Luis Segura-Castillo +3 more
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On Modules and Crossed Modules
This is an elegant paper which, as claimed by the authors, is ``without any result''. It is a `meditation on the concept of module'. By examining a possible unifying concept of crossed module and modulated model in a very general context of algebraic theories, the authors then examine how these concepts clarify the various examples of module, crossed ...
Lavendhomme, R., Lucas, Th.
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Business Implications and Theoretical Integration of the Markets in Crypto-Assets (MiCA) Regulation
The Markets in Crypto-Assets Regulation (MiCA) is a comprehensive European Union regulatory framework aimed at harmonizing the crypto-asset market. The existing literature has mainly examined MiCA from a legal perspective, while empirical assessments of ...
Gayane Mkrtchyan, Horst Treiblmaier
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Keterkaitan Antara Modul Bebas Dengan Modul Dilihat Dari Sifat-Sifat Homomorfisme Modul
Dalam artikel ini akan dibahas tentang cara untuk mengetahui suatu R-modul adalah modul bebas atau bukan dengan memanfaatkan suatu modul bebas sebagai R-modul melalui media homomorfisma modul. Penelitian ini menggunakan metode kajian kepustakaan (library
Khusnul Afifa, Abdussakir Abdussakir
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