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Integrated Chip Technologies for Microwave Photonics
Microwave photonic integrated chip technology is an important supporting technology of microwave photonic radar. It can not only realize the multifunction of devices, reduce the volume of microwave photonic radar, but also greatly improve the stability ...
QIAN Guang +4 more
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Segregation of Multimodal Inputs Into Discrete Midbrain Compartments During an Early Critical Period
The lateral cortex of the inferior colliculus (LCIC) is a multimodal subdivision of the midbrain inferior colliculus (IC) that plays a key role in sensory integration. The LCIC is compartmentally-organized, exhibiting a series of discontinuous patches or
Jacob M. Weakley +3 more
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Due to its excellent modularity and scalability, the cascaded H‐bridge solid‐state transformer (CHB SST) is a prominent candidate for interconnecting different grids in future hybrid ac/dc distribution systems.
Jiajie Zang +6 more
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DGS-Based Modules: Difficulty Aspects of Studying Geometry at University Level
This study aims to ensure that geometry is the most difficult subject to understand, aspects of the difficulty of learning geometry for students, and suggestions for reducing difficulties. This study uses an exploratory mixed methods design.
Endang Istikomah, Dadang Juandi
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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.
openaire +1 more source
$D$-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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Weighted network modules [PDF]
The inclusion of link weights into the analysis of network properties allows a deeper insight into the (often overlapping) modular structure of real-world webs.
Bollobás B +12 more
core +4 more sources
Identifying component modules [PDF]
A computer-based system for modelling component dependencies and identifying component modules is presented. A variation of the Dependency Structure Matrix (DSM) representation was used to model component dependencies.
A Kusiak +39 more
core +2 more sources

