121 research outputs found
Pairwise Balanced Designs From Cyclic PBIB Designs
A pairwise balanced designs was constructed using cyclic partially balanced incomplete block designs with either (λ1 – λ2) = 1 or (λ2 – λ1) = 1. This method of construction of Pairwise balanced designs is further generalized to construct it using cyclic partially balanced incomplete block design when |(λ1 – λ2)| = p. The methods of construction of pairwise balanced designs was supported with examples. A table consisting parameters of Cyclic PBIB designs and its corresponding constructed pairwise balanced design is also included
Do dinosaurs still walk the earth
While most branches of
the dinosaur family tree
were wiped out during
a mass-extinction event
65.5 million years ago,
some of their direct
descendants still live on.
What do we know about
these creatures, their
mysterious survival, and
their relationship to the
dinosaurs of yore
Analysis of Elephant Movement in Sub-Saharan Africa: Ecological, Climatic, and Conservation Perspectives
The interaction between elephants and their environment has profound
implications for both ecology and conservation strategies. This study presents
an analytical approach to decipher the intricate patterns of elephant movement
in Sub-Saharan Africa, concentrating on key ecological drivers such as seasonal
variations and rainfall patterns. Despite the complexities surrounding these
influential factors, our analysis provides a holistic view of elephant
migratory behavior in the context of the dynamic African landscape. Our
comprehensive approach enables us to predict the potential impact of these
ecological determinants on elephant migration, a critical step in establishing
informed conservation strategies. This projection is particularly crucial given
the impacts of global climate change on seasonal and rainfall patterns, which
could substantially influence elephant movements in the future. The findings of
our work aim to not only advance the understanding of movement ecology but also
foster a sustainable coexistence of humans and elephants in Sub-Saharan Africa.
By predicting potential elephant routes, our work can inform strategies to
minimize human-elephant conflict, effectively manage land use, and enhance
anti-poaching efforts. This research underscores the importance of integrating
movement ecology and climatic variables for effective wildlife management and
conservation planning.Comment: 11 pages, 17 figures, Accepted in ACM SIGCAS SIGCHI Conference on
Computing and Sustainable Societies (COMPASS 2023
A modified Kulka micromethod for the rapid and safe analysis of fructose and 1-deoxy-D-xylulose-5-phosphate
Lower bound of the expressibility of ansatzes for Variational Quantum Algorithms
The expressibility of an ansatz used in a variational quantum algorithm is
defined as the uniformity with which it can explore the space of unitary
matrices. The expressibility of a particular ansatz has a well-defined upper
bound. In this work, we show that the expressibiliity also has a well-defined
lower bound in the hypothesis space. We provide an analytical expression for
the lower bound of the covering number, which is directly related to
expressibility. We also perform numerical simulations to to support our claim.
To numerically calculate the bond length of a diatomic molecule, we take
hydrogen () as a prototype system and calculate the error in the energy
for the equilibrium energy point for different ansatzes. We study the variation
of energy error with circuit depths and show that in each ansatz template, a
plateau exists for a range of circuit depths, which we call the set of
acceptable points, and the corresponding expressibility is known as the best
expressive region. We report that the width of this best expressive region in
the hypothesis space is inversely proportional to the average error. Our
analysis reveals that alongside trainability, the lower bound of expressibility
also plays a crucial role in selecting variational quantum ansatzes
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