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23篇 您的检索式:作者名="Fantazzini"
    题名 作者 年代 出处 被引量
1Analysis of interfraction setup errors and organ motion by daily kilovoltage cone beam computed tomography in intensity modulated radiotherapy of prostate cancer显示文摘Palombarini M Mengoli S Fantazzini P 2012Radiat Oncol2012,7,:1
2Wettability effects on oil-water- configuration in porous media: A nuclear magnetic resonance relaxation study显示文摘Borgia G C Fantazzini P Mesini E 1991Journal of Applied Physics1991,70,12:1
3Magnetic resonance relaxation study of preferential wettability effects on displacement efficiency in chalk samples显示文摘Borgia G C Fantazzini P Fanti G et ol 1992Journal of Petroleum Science and Engineering1992,8,2:1
4Random Survival Forests Models for SME Credit Risk Measurement显示文摘Fantazzini Dean Figini Silvia 2009Methodology and Computing in Applied Probability2009,,1:1
5Uniform pen- alty inversion of multiexponential decay data显示文摘Borgia G C Brown R J Fantazzini P 1998Journal of Magnetic Resonance1998,132,:1
6Nuclear Magnetic Resonance Relaxivity and Surface-to-Volume Ratio in Porous Media with a Wide Distribution of Pore Sizes显示文摘Borgia G C Brown R J S Fantazzini P 1996Journal of Applied Physics1996,79,7:1
7Analysis of interfrac- tion setup errors and organ motion by daily kilovohage cone beam computed tomography in intensity modulated radiotherapy of prostate cancer显示文摘Palombarini M Mengoli S Fantazzini P 2012Raddiat Oncol2012,7,:1
8Random Survival Forests Models for SME Credit Risk Measurement显示文摘Figini S Fantazzini D 2009Methodology and Computing in Applied Probability2009,11,1:1
9The Third International Meeting on MR Applications to Porous Media显示文摘Borgia G C Fantazzini P 1996Magn Reson Imag1996,14,78:1
10Analysis of interfraction setup errors and organ motion by daily kilo- voltage cone beam computed tomography in intensity modulated radiotherapy of prostate cancer显示文摘Palombarini M Mengoli S Fantazzini P 2012Radiat Oncol2012,7,:1
11Random Survival Forests Models for SME Credit Risk Measurement 显示文摘Fantazzini D Figini S 2009Methodology & Computing in Applied Probability2009,,1:1
12Estimates of permeability and irreducible water saturation by means of a new robust computation of fractional power average relaxation times显示文摘Borgia G C Brown R J S Fantazzini P 1998Magn Reson Imag1998,16,56:1
13Dynamic copula modelling for value at risk 显示文摘Fantazzini D 2008Frontiers in Finance and Economics2008,5,2:1
14Different 'average' nuclear magnetic resonance relaxation times for correlation with fluid-flow permeability and irreducible water saturation in water-saturated sandstones显示文摘Borgia G C Brown R J S Fantazzini P 1997J Appl Phys1997,82,:1
15Analysis ofinterfraction setup errors and organ motion by daily kilovoltage cone beam computed tomography in intensitymodulated radiotherapy of prostate cancer显示文摘Palombarini M Mengoli S Fantazzini P 2012Ra- diat Oncol2012,,7:1
16Nonmobile water quantified in fully saturated porous materials by magnetic-resonance relaxation and electrical-resistivity measurements显示文摘Borgia G C Fantazzini P 1994J Appl Phys1994,75,:1
171990 Bologna Meeting on NMR Applications to Porous Media显示文摘Borgia G C Fantazzini P 1991Magn Reson Imag1991,9,5:1
18Conditions for initial quasilinear T2^-1 versus tan for Carr-Purcell-Meiboom-Gill NMR with diffusion and susceptibility differences in porous media and tissues显示文摘Brown R J S Fantazzini P 1993Phys Rev B1993,47,14:1
19Random Survival Forests Models for SME显示文摘Fantazzini D Figini S 0,,11:1
20Bone tissue and porous media: common features and differences studied by NMR relaxation显示文摘Fantazzini P Brown ILl Borgia GC 2003Magn Reson Imaging2003,21,34:1
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