Resttie DaguioEileen BernardoACEID2019 Official Conference Proceedings
The purpose of the correlational study was to determine factors that served as barriers to integrative science, technology, engineering and mathematics (iSTEM) implementation in K-12 schools. The sample studied (= 153) was drawn from classroom teachers and administrators with training in iSTEM methodo...
The goal of implementation science is to discover and test approaches “to promote the systematic uptake of research findings and other evidence-based practices into routine practice, and, hence, to improve the quality and effectiveness of health services” [9]. Many of the frameworks that provide...
c2000 c₂₀₀₀ Julian centuries since UTC 1 January 2000 12h00 (J2000) geopotential.ae aₑ equatorial radius of the earth in km geopotential.ke kₑ square root of the earth's gravitational parameter in earth radii³ min⁻² geopotential.j2 J₂ un-normalised second zonal ha...
Star8.4k main 40Branches28Tags Code Folders and files Name Last commit message Last commit date Latest commit kavirajk and pkazmierczak chore: Add flag to skip legacy duplicate telemetry (#630) Dec 12, 2024 a5bc06c·Dec 12, 2024 History ...
In the work presented here, the aim was to produce a spatially diffuse and homogenous light field as close as possible to real world skyglow. These requirements were largely met by the system relying on LED strips emitting warm-white light with a CCT of 2700 K and a near Lambertian spatial...
The multi-scale characterization of building materials is necessary to understand complex mechanical processes, with the goal of developing new more sustainable materials. To that end, imaging methods are often used in materials science to characterize t
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Iterative solutions to the steady state density matrix for optomechanical systems We present a sparse matrix permutation from graph theory that gives stable\nincomplete Lower-Upper (LU) preconditioners necessary for iterative solutions\nto the steady state density matrix for quantum optomechanical systems....
for somecλ∈Rr. This fact is known as therepresenter theoremin [12]. In the case of least squares,cλis the solution to a system ofnlinear equations, satisfying: cλ=(K+λI)−1y ((7)) whereKis the kernel matrix whose elements are defined bykij=k(xi,xj), and the kernel is ...