Highly Definition & Meaning | Britannica Dictionary
HIGHLY meaning: 1 : to a great degree; 2 : in an amount or number that is greater than usual to a high degree
HIGHLY meaning: 1 : to a great degree; 2 : in an amount or number that is greater than usual to a high degree
Testing the aerodynamics of micro- and nano-UAVs without actually flying is highly challenging. To address this issue, we introduce Open Gimbal, a specially designed 3 Degrees of Freedom platform that caters to the unique requirements of micro- and n...
This paper investigates the degree of efficiency for the Moscow Stock Exchange. A market is called efficient if prices of its assets fully reflect all available information. We show that the degree of market efficiency is significantly low for most o...
## Introduction Over a decade ago I studied a Psychology degree in New Zealand and ended up disillusioned and regretting my choice. Since then I've frequently read stories from Psychology graduates a...
# Psychology is probably not a good choice of Major for most Australian students (revised edition) ## Background to this article Over a decade ago I studied a Psychology degree and ended up disillus...
For at least 40 years, there has been debate and disagreement as to the role of mathematics in the computer science curriculum. This paper presents the results of an analysis of the math requirements of 199 Computer Science BS/BA degrees from 158 U.S...
HIGHLY meaning: 1 : to a great degree; 2 : in an amount or number that is greater than usual to a high degree
The minimal faithful permutation degree $μ(G)$ of a finite group $G$ is the least nonnegative integer $n$ such that $G$ embeds in the symmetric group $\Sym(n)$. Clearly $μ(G \times H) \le μ(G) + μ(H)$ for all finite groups $G$ and $H$. Wright (19...
HIGHLY meaning: 1 : to a great degree; 2 : in an amount or number that is greater than usual to a high degree
We prove that any $3$-uniform hypergraph whose minimum vertex degree is at least $\left(\frac{5}{9} + o(1) \right)\binom{n}{2}$ admits an almost-spanning tight cycle, that is, a tight cycle leaving $o(n)$ vertices uncovered. The bound on the vertex d...
For each $r\ge 4$, we show that any graph $G$ with minimum degree at least $(1-1/100r)|G|$ has a fractional $K_r$-decomposition. This improves the best previous bounds on the minimum degree required to guarantee a fractional $K_r$-decomposition given...
Main Theorem: Spaces of r-branch point 3-cycle covers, degree n or Galois of degree n!/2 have one (resp. two) component(s) if r=n-1 (resp. r\ge n). Improves Fried-Serre on deciding when sphere covers with odd-order branching lift to unramified Spin...
Points: 137 | Comments: 128 | Author: rcurry
Jon August Wellner was born in Portland, Oregon, in August 1945. He received his Bachelor's degree from the University of Idaho in 1968 and his PhD degree from the University of Washington in 1975. From 1975 until 1983 he was an Assistant Professor a...
We argue that the semiclassical analysis of the black hole information paradox is incomplete and has to be completed by an explicit entanglement of matter and quantum gravity degrees of freedom. We study in detail the evaporation process from beginni...
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Which would you prefer? and why? I am very unsure. Here is the open road link: [https://openroad4wd.com/products/openroad-90-degree-quick-open-awning](https://openroad4wd.com/products/openroad-90-...
In January 1969, Peter M. Neumann wrote a paper entitled "Primitive permutation groups of degree 3p". The main theorem placed restrictions on the parameters of a primitive but not 2-transitive permutation group of degree three times a prime. The pape...