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On Groups of Even Order

The Annals of Mathematics, 1955
odd order are soluble. We shall use the term involution for a group element of order 2. If m is the total number of involutions of 65 and if we set n = g/m, the same method shows that 65 contains a normal subgroup V distinct from 5 such that the index of V is either 2 or is less than [n(n + 2)/2]!
Brauer, Richard, Fowler, K. A.
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An Ordering on the Even Discrete Torus

SIAM Journal on Discrete Mathematics, 1998
The even discrete torus T n (k 1 ,...,k n ) is the graph on $(\Z/k_1\Z) \times \cdots \times (\Z/k_n\Z)$, where each k i is even and x = (x 1
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The Ubiquity of the Orders of Fractional Semifields of Even Characteristic

Designs, Codes and Cryptography, 2013
From the abstract: To each non-square \(2^{2N+1} \geq 2^5\) there correspond semifields \(D\) of that order, that contain \(\mathrm{GF}(4)\). Hence, there exist affine planes for each non-square order \(2^{2N+1} \geq 2^5\) that contain affine subplanes of order 4.
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Krein Extension of an Even-Order Differential Operator

Differential Equations, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Granovskyi, Ya. I., Oridoroga, L. L.
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On the similarity of matrices of even order

Mathematical Notes, 2007
The author continues the study of the similarity of different classes of matrix pairs, which was begun in a previous paper [Math. Notes 73, No. 6, 871--888 (2003); translation from Mat. Zametki 73, No. 6, 923--941 (2003; Zbl 1058.15034)]. More precisely, this paper is devoted to the problem of similarity of pairs of matrices of even order with some ...
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Even-Order Subharmonic Oscillations

Journal of Applied Physics, 1956
The generation of an even-order subharmonic, or harmonic, oscillation in a driven nonlinear resonant system described by just a cubic nonlinear term requires the simultaneous appearance of a zero-frequency component. This component effectively introduces a squared nonlinear term.
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An Even Order Search Problem

1987
How might simple real zeros of real valued continuous k-th derivatives g(k) be efficiently estimated, by using only values of g and points in dom(g)? A standard approach to these questions entails successively ehoosing a (prescribed) total of n>k points to be the abscissae for sequences of k-th divided differences,whose signs are then used to locate ...
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On a Problem for a Quasi-Linear Equation of Even Order

Journal of Mathematical Sciences, 2019
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