Results 21 to 30 of about 8,067,351 (289)
On the Dynamic Problem of Optimal Set Partitioning with Determination of Subset Center Coordinates
Relevance. Optimal set partitioning is one of the key problems in modern applied mathematics and optimization theory, with wide-ranging applications in logistics, computer science, bioengineering, complex systems modeling, and artificial intelligence. Of
Олена Кісельова +1 more
doaj +1 more source
Reviews and syntheses: Turning the challenges of partitioning ecosystem evaporation and transpiration into opportunities [PDF]
Evaporation (E) and transpiration (T) respond differently to ongoing changes in climate, atmospheric composition, and land use. It is difficult to partition ecosystem-scale evapotranspiration (ET) measurements into E and T, which makes it difficult to ...
P. C. Stoy +28 more
doaj +1 more source
Biomass Allocation of Invasive Cenchrus pauciflorus Based on R Package Smatr
Elucidating patterns of plant biomass allocation is an important subject in ecological research. Broadly speaking, two schools of thought are applied to understand it: allometric partitioning theory (APT) and optimal partitioning theory (OPT).
Tian Qiu +7 more
doaj +1 more source
Fuzzy Modeling by Occupancy Degree and Optimal Partition of Projection Using Rough Set Theory
The rough set theory suggested by Pawlak represents the degree of consistency between conditions and decision attributes of data pairs that have no linguistic information. In this paper, by using this representation feature, we define a measure called the occupancy degree that represents the consistency degree of a premise and consequent variables in ...
Youngwan Cho, Kichul Lee, Mignon Park
openaire +2 more sources
A general approach analyzing transient dynamics in plant biomass allocation patterns
Allometric biomass allocation theory and optimal partitioning theory are the most important theoretical frameworks for explaining and predicting plant biomass allocation patterns.
Renfei Chen, Jacob Weiner
doaj +1 more source
An Approach of Path Optimization Algorithm for 3D Concrete Printing Based on Graph Theory
In this paper, a method of 3D concrete printing is used to find the optimal path of the nozzle running path. We propose a path optimization algorithm based on graph theory to solve two key problems in 3D concrete printing.
Zongfang Ma +5 more
doaj +1 more source
Purpose. Among various formulations of the optimal set partitioning (OSP) problem, dynamic variants—where optimization conditions change over time—are of particular interest due to their relevance for real-world applications.
E. M. Kiseleva +2 more
doaj +1 more source
Compiler-Directed Parallelism Scaling Framework for Performance Constrained Energy Optimization
Evolution of semiconductor manufacturing technology leads to the rising trend of leakage current and the end of Dennard scaling. At the dark silicon era, aggressive power gating scheme with quantitative management on power-gated hardware resources is ...
Yung-Cheng Ma
doaj +1 more source
The microbiome in silage may vary substantially from the onset to the completion of fermentation. Improved additives and inoculants are being developed to accelerate the ensiling process, to enhance fermentation quality, and to delay spoilage during feed-
Guilin Shan +9 more
doaj +1 more source
Weighted spectral clustering for water distribution network partitioning
In order to improve the management and to better locate water losses, Water Distribution Networks can be physically divided into District Meter Areas (DMAs), inserting hydraulic devices on proper pipes and thus simplifying the control of water budget and
Armando Di Nardo +4 more
doaj +1 more source

