Results 1 to 10 of about 8,137 (263)
A key system response of diametric space as a paradigm for understanding the phenomenology of anorexia nervosa [PDF]
There is increasing recognition of phenomenological approaches to understanding anorexia nervosa (AN), interrogating lived experiences and voices of those diagnosed with AN.
Paul Downes
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Reconceptualising Schopenhauer’s “Compassion” through Diametric and Concentric Spatial Structures of Relation [PDF]
Schopenhauer’s compassion (Mitleid) emphasises that a person participates immediately in another’s suffering. A pervasive theme among critics historically is that Schopenhauer engages in an unwitting reduction of compassion to some form of egoism.
Paul Downes
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On k-diametral point configurations in Minkowski spaces [PDF]
The structure of $k$-diametral point configurations in Minkowski $d$-space is shown to be closely related to the properties of $k$-antipodal point configurations in $\mathbb{R}^d$. In particular, the maximum size of $k$-diametral point configurations of Minkowski $d$-spaces is obtained for given $k\geq 2$ and $d\geq 2$ generalizing Petty's results ...
Károly Bezdek, Zsolt Lángi
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Beyond the disparate and mainly fleeting references to life in Ricoeur’s Oneself as Another, whether as life as power, living well and with others, or as Ricoeur’s attempt to develop a concept of embodied subjectivity as flesh, which is presumably living
Paul Downes
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Diametral dimensions of Fréchet spaces [PDF]
The diametral dimension is an important topological invariant in the category of Frechet spaces which has been used, e.g., to distinguish types of Stein manifolds. We introduce variants of the classical definition in order to solve an old conjecture of Bessaga, Mityagin, Pelczynski, and Rolewicz at least for nuclear Frechet spaces. Moreover, we clarify
Demeulenaere, Loïc +2 more
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Introduction. Three-phase inductors of a rotating magnetic field are used in grinders, separators and stirrers for the technological processing of bulk and liquid substances.
V. I. Milykh, M. G. Tymin
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Diametric theorems in sequence spaces [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ahlswede, Rudolf, Cai, Ning, Zhang, Zhen
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Diametral dimension of some pseudoconvex multiscale spaces [PDF]
Stemming from the study of signals via wavelet coefficients, the spaces S(nu) are complete metrizable and separable topological vector spaces, parametrized by a function nu, whose elements are sequences indexed by a binary tree. Several papers were devoted to their basic topology; recently it was also shown that depending on nu, S(nu) may be locally ...
Aubry, Jean-Marie, Bastin, Françoise
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In this article, I present a review of Paul DOWNES' (2020) book "Reconstructing Agency in Developmental and Educational Psychology—Inclusive Systems as Concentric Space." DOWNES describes the goal of this impressive work as the reconstruction of the ...
Birgitte Lund Nielsen
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Some Remarks on Diametral Dimension and Approximate Diametral Dimension of Certain Nuclear Fréchet Spaces [PDF]
The diametral dimension, $ (E)$, and the approximate diametral dimension, $ (E)$, of a nuclear Fr chet space $E$ which satisfies $\underline{DN}$ and $ $, is related to power series spaces $ _{1}(\varepsilon)$ and $ _{\infty}\left(\varepsilon\right)$ for some exponent sequence $\varepsilon$. In this article, we examine a question of whether $ (E)
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