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The Bitter Struggle between the KMT and the CCP

Asian Survey, 1981
FIRST OF ALL, some basic concepts need to be clarified before we begin our discussion. The struggle between the Republic of China (ROC) and Communist China has had a long history and is beyond compromise. As seen from the ROC, people on the Chinese mainland are fellow countrymen and logical objects of deliverance, while the Communist regime is ...
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Pflegerische Transplantationskoordination in der Erwachsenen-KMT

Onkologische Pflege, 2019
KMT-Patienten haben ab Indikationsstellung bis lange nach der Stammzelltransplantation hohen Bedarf an pflegerischer Betreuung und Unterstützung. Die Erwachsenen-KMT des Universitätsklinikums Frankfurt verbindet die Transplantationskoordination mit einem pflegerischen Beratungskonzept, das alle Phasen der Transplantation umfasst.
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Le KMT change. Et Jinmen...?

Perspectives chinoises, 1995
Corcuff Stéphane. Le KMT change. Et Jinmen...?. In: Perspectives chinoises, n°32, 1995. pp. 41-42.
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KMT Theory Applied to Approximations of SDE

2014
The dyadic method of Komlos, Major and Tusnady is a powerful way of constructing simultaneous normal approximations to a sequence of partial sums of i.i.d. random variables. We use a version of this KMT method to obtain order 1 approximation in a Vaserstein metric to solutions of vector SDEs under a mild non-degeneracy condition using an easily ...
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Le XIVe Congrès du KMT

Perspectives chinoises, 1993
Geoffroy Claude. Le XIVe Congrès du KMT. In: Perspectives chinoises, n°17-18, 1993. p. 28.
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The May Fourth Movement, the KMT and the CCP

1995
In the last seventy years, in China as well as in the West, many theoretical treatises have been written as to why “Mr D” (Democracy) of the May Fourth Movement has failed to arrive and make his presence felt in the Central Kingdom.1 Among the various theories on offer, the two most persuasive ones are the economic and the cultural deterministic ...
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Some observations on the KMT dyadic scheme

Journal of Statistical Planning and Inference, 2007
Mason investigates the well-known Komlós-Major-Tusnády (KMT) Brownian bridge approximation to the uniform empirical process. He describes the KMT dyadic scheme and gives some remarks relating to the approaches of other authors working on this field. The author points out that the KMT construction is a Gaussian approximation to a nested array of dyadic ...
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Onkologie/KMT

2001
G. Henze, T. Klingebiel, P. G. Schlegel
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