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Inverses of trees

Combinatorica, 1985
Let \(G\) be a bipartite graph with non-singular adjacency matrix \(A\). For applications in Chemistry the least positive eigenvalue of \(A\) is of interest. The author proves a conjecture by I. Gutman that amongst all trees on \(2m\) vertices having perfect matchings, the path has smallest least positive eigenvalue.
openaire   +3 more sources

The Inverse Care Law and the Potential of Primary Care in Deprived Areas

Lancet, The, 2021
Susan Smith, John Robson, Stewart Mercer
exaly  

“Inversion” as Focalization

2001
Abstract The main empirical area studied in this chapter concerns Inversion structures with a subject that linearly follows the inflected verb, displaying the word order VS. Seemingly unrelated structures that involve reordering of complements (in the sense of Belletti & Shlonsky 1995; henceforth B&S) are also considered and are ...
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The inverse

2009
Richard Bronson, Gabriel B. Costa
openaire   +1 more source

OCSA inversion: A joint inversion method with Occam's inversion and SA inversion for MT

International Geophysical Conference, Qingdao, China, 17-20 April 2017, 2017
Xin Hui*, Xiaoping Wu
openaire   +1 more source

From Inverse Optimal Control to Inverse Reinforcement Learning: A Historical Review

Annual Reviews in Control, 2020
Nematollah Ab Azar, Mohsen Davoudi
exaly  

Benchmarking Deep Learning-Based Models on Nanophotonic Inverse Design Problems

Opto-Electronic Science, 2022
Lingjie Jay Guo, Haozhu Wang, Taigao Ma
exaly  

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