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Current Research Status of Fusarium Crown and Root Rot Diseases in Wheat-Growing Countries of North Africa: A Review. [PDF]

Pathogens
Tanane Y, Bentata F, Zahid A, Al-Jaboobi M, Moussadek R, Kemal SA.   +5 more
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Products of n-roots of the identity

, 2004
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Rooted Product and Restricted Rooted Product of Soft Directed Graphs

New Mathematics and Natural Computation, 2023
Molodtsov proposed soft set theory as a mathematical framework for handling uncertain data. Nowadays, a lot of people employ soft set theory to solve decision making problems. A graph with directed edges is known as a directed graph. Studying and resolving issues with social networks, shortest paths, electrical circuits, etc.
Jinta Jose, Bobin George, Rajesh K. Thumbakara   +2 more
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Computing roots of matrix products

ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik, 2001
AbstractThe problem of computing a kth root of a matrix product W = Πki=1 Ai is considered. The explicit computation of W may produce a highly inaccurate result due to rounding errors, such that the computed root W1/k is far from the actual root W1/k. An algorithm for computing the square root of W is presented which avoids the explicit computation of ...
Benner, P. ; https://orcid.org/0000-0003-3362-4103, Faßbender, H.   +1 more
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Fine root production of astringent phenolics

Oecologia, 1989
Chemical quality of fine roots (
Muller, Robert N., Kalisz, Paul J., Luken, James O.   +2 more
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The Root of Platelet Production

Science, 2007
Megakaryocytes are caught in the act of shedding platelets into blood vessels, settling a debate on how this process occurs.
Amy E. Geddis, Kenneth Kaushansky
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Partition dimension of rooted product graphs

Discrete Applied Mathematics, 2019
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Monica, Mohan Chris, Santhakumar, Samivel   +1 more
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Spectra of M-rooted product of graphs

Linear and Multilinear Algebra, 2020
In this paper, we define a new graph operation, namely, M-rooted product of graphs which generalizes the existing rooted product of graphs.
R. Rajkumar, R. Pavithra
openaire   +1 more source