Co-authored with Dr. Phyllis Kosminsky. What do we lose when we lose someone we love? The answer is as varied as love itself. When someone we love and whose presence we relied upon dies, our world is ...
Throughout the entirety of The Fantastic Four: First Steps’ runtime, Franklin Richards remains an infant, making it impossible for viewers to draw conclusions about his morality. However, the ...
Can a blockchain scale without breaking the promise of decentralization? Waterfall Network argues yes by leaving the linear blockchain model behind. In July 2024, Waterfall Network launched its ...
Can you imagine the imprint a four-dimensional hexagon might leave as it passes through your three-dimensional kitchen table? Probably not, but some people can. One such person was mathematician ...
Fifteen years ago, smack in the middle of Barack Obama's first term, amid the rapid rise of social media and a slow recovery from the Great Recession, a professor at the University of Connecticut ...
The original Matrix trilogy was a well of theory potential. Yet, I haven't covered it in YEARS! So when the new trailer for The Matrix 4: Resurrections came out, I felt the need to try and cover ALL ...
Canadian Prime Minister Mark Carney’s victory is a remarkable one for a party headed for defeat at the start of this year. Photo: Dave Chan/AFP/Getty Images President Trump thinks trade wars are easy ...
Bondy, J.A. and Murty, U.S.R. (1976) Graph Theory with Applications. Macmillan, London and Elsevier.
ABSTRACT: For a simple undirected graph G, let A( G ) be the (0, 1) adjacency matrix of G. The Seidel matrix of G, is defined as S( G )=J−I−2A( G ) , where J is the all-one matrix and I is the ...
ABSTRACT: For a simple undirected graph G, let A( G ) be the (0, 1) adjacency matrix of G. The Seidel matrix of G, is defined as S( G )=J−I−2A( G ) , where J is the all-one matrix and I is the ...
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