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Results:
1-19
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Results: 19
Authors:
Gneiting, T
Konis, K
Richards, D
Citation: T. Gneiting et al., Experimental approaches to Kuttner's problem, EXP MATH, 10(1), 2001, pp. 117-124
Authors:
Dreier, I
Ehm, W
Gneiting, T
Richards, D
Citation: I. Dreier et al., Improved bounds for Laue's constant and multivariate extensions, MATH NACHR, 228, 2001, pp. 109-122
Authors:
DeVries, AF
Griebel, J
Kremser, C
Judmaier, W
Gneiting, T
Kreczy, A
Ofner, D
Pfeiffer, KP
Brix, G
Lukas, P
Citation: Af. Devries et al., Tumor microcirculation evaluated by dynamic magnetic resonance imaging predicts therapy outcome for primary rectal carcinoma, CANCER RES, 61(6), 2001, pp. 2513-2516
Authors:
Gneiting, T
Citation: T. Gneiting, Criteria of Polya type for radial positive definite functions, P AM MATH S, 129(8), 2001, pp. 2309-2318
Authors:
Gneiting, T
Sasvari, Z
Schlather, M
Citation: T. Gneiting et al., Analogies and correspondences between variograms and covariance functions, ADV APPL P, 33(3), 2001, pp. 617-630
Authors:
DeVries, A
Griebel, J
Judmaier, W
Kremser, C
Rieger, M
Gneiting, T
Lukas, P
Citation: A. Devries et al., Perfusions-index values evaluated by dynamic magnetic resonance imaging inadvanced rectal carcinoma: A new predictor of response to preoperative chemoradiation?, STRAH ONKOL, 176(12), 2000, pp. 567-572
Authors:
de Vries, A
Griebel, J
Kremser, C
Judmaier, W
Gneiting, T
Debbage, P
Kremser, T
Pfeiffer, KP
Buchberger, W
Lukas, P
Citation: A. De Vries et al., Monitoring of tumor microcirculation during fractionated radiation therapyin patients with rectal carcinoma: Preliminary results and implications for therapy, RADIOLOGY, 217(2), 2000, pp. 385-391
Authors:
Gneiting, T
Citation: T. Gneiting, Power-law correlations, related models for long-range dependence and theirsimulation, J APPL PROB, 37(4), 2000, pp. 1104-1109
Authors:
Gneiting, T
Citation: T. Gneiting, Kuttner's problem and a Polya type criterion for characteristic function, P AM MATH S, 128(6), 2000, pp. 1721-1728
Authors:
Gneiting, T
Citation: T. Gneiting, Addendum to 'isotropic correlation functions on d-dimensional balls', ADV APPL P, 32(4), 2000, pp. 960-961
Authors:
Gneiting, T
Citation: T. Gneiting, The correlation bias for two-dimensional simulations by turning bands, MATH GEOL, 31(2), 1999, pp. 195-211
Authors:
Gneiting, T
Sasvari, Z
Citation: T. Gneiting et Z. Sasvari, The characterization problem for isotropic covariance functions, MATH GEOL, 31(1), 1999, pp. 105-111
Authors:
Ehm, W
Gneiting, T
Richards, D
Citation: W. Ehm et al., On the uncertainty relation for positive-definite probability densities, II, STATISTICS, 33(3), 1999, pp. 267-286
Authors:
de Vries, A
Griebel, J
Judmaier, W
Kremser, C
Gneiting, T
Hoflehner, J
Peer, S
Ofner, D
Brandl, M
Schocke, M
Rettl, G
Debbage, P
Aichner, F
Lukas, P
Citation: A. De Vries et al., Development and application of dynamic MR-imaging for evaluation of perfusion changes in rectal carcinoma during a course of radiotherapy in clinicaluse: Preliminary results, STRAH ONKOL, 175(11), 1999, pp. 569-576
Authors:
Gneiting, T
Citation: T. Gneiting, Radial positive definite functions generated by Euclid's hat, J MULT ANAL, 69(1), 1999, pp. 88-119
Authors:
Gneiting, T
Citation: T. Gneiting, Correlation functions for atmospheric data analysis, Q J R METEO, 125(559), 1999, pp. 2449-2464
Authors:
Gneiting, T
Citation: T. Gneiting, Decomposition theorems for alpha-symmetric positive definite functions, MATH NACHR, 208, 1999, pp. 117-120
Authors:
Gneiting, T
Citation: T. Gneiting, On the derivatives of radial positive definite functions, J MATH ANAL, 236(1), 1999, pp. 86-93
Authors:
Gneiting, T
Citation: T. Gneiting, Isotropic correlation functions on d-dimensional balls, ADV APPL P, 31(3), 1999, pp. 625-631
Risultati:
1-19
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