On the conjectured upper bounds for entries of mutation count matrices

AbstractSimple expressions for the previously given conjectural upper bounds for the entries of mutation count matrices are presented

The Uptake of Vertical Farming Practices

This thesis provides insights into the opportunities and barriers surrounding the uptake of vertical farming practices in Kenya, specifically in the context of Tatton Agriculture Park. The findings contribute with existing knowledge on vertical farming and highlight the importance of addressing financial constraints and raising awareness to promote further uptake. The study emphasizes on the significance of entrepreneurial opportunities and value mapping in shaping the decision-making process of farmers and underscores the potential of vertical farming for sustainable agricultural practices, food security, and economic growth in Kenya. Although the FAO and EU Team could provide support for the development of new farming practices such as vertical farming, they do not explicitly target this method. Thus, making farmers the key decision-makers for its uptake in practice. To comprehend the opportunities and barriers associated with this practice, a case study was conducted in Kenya with data collected from various source. The findings of this research can inform policymakers, researchers, and practitioners in formulating strategies, policies, and interventions to support the development and uptake of vertical farming practices in Kenya and similar contexts

Technology: driving specialization or enabling diversification (or both)?

Financial services industry ; Technology

P1‐100: Cognitive function and oral hygiene behavior in later life

Peer Reviewedhttps://deepblue.lib.umich.edu/bitstream/2027.42/152607/1/alzjjalz201205376.pd

A Survey of Binary Covering Arrays

Binary covering arrays of strength t are 0–1 matrices having the property that for each t columns and each of the possible 2[superscript t] sequences of t 0's and 1's, there exists a row having that sequence in that set of t columns. Covering arrays are an important tool in certain applications, for example, in software testing. In these applications, the number of columns of the matrix is dictated by the application, and it is desirable to have a covering array with a small number of rows. Here we survey some of what is known about the existence of binary covering arrays and methods of producing them, including both explicit constructions and search techniques