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28篇 您的检索式:作者名="G Toscani"
    题名 作者 年代 出处 被引量
1The uhrapotassic rocks: Characteristics, classification, and constraints for petrogenetic models显示文摘Foley S F Venturelli G Green D H Toscani L 1987Earth Sci Rev1987,24,2:1
2Kinetic models of opinion formation显示文摘Toscani G 2006Communications in Mathematical Sciences2006,4,3:1
3Exponential time decay of solutions to a nonlinear fourth-order parabolic equation显示文摘A Jüngel G Toscani 2003Z Angew Math Phys2003,54,:1
4Long-time Asymptotics for Strong Solutions of the Thin Films Equation 显示文摘Carrillo J A Toscani G 2002Commun Math Phys2002,225,:1
5Exponential Decay in Time of Solutions to a Nonlinear Fourth-order Parabolic Equation 显示文摘Jungel A Toscani G 2003Z Angew Math Phys2003,54,3:1
6The dissipative linear Boltzmann equation显示文摘Spiga G Toscani G 2004Applied Mathematics Letters2004,17,:1
7Kinetic models of opinion formation显示文摘Toscani G 2006Communications in Mathematical Sciences2006,4,3:1
8Sensory and texture properties of Italian typical dry- cured hams as related to maturation time and salt content 显示文摘Benedini R Parolari G Toscani T 2012Meat Science2012,90,2:1
9Asymptotic properties of the inelastic Kac model 显示文摘Pulvirenti A Toscani G 2004J Statist Phys2004,114,56:1
10Models of Opinion Formation显示文摘TOSCANI G KINETIC 2006Commun Math Sci2006,4,3:1
11The dissipative linear Bohzmann equation Appl 显示文摘Spiga G Toscani G 2004Math Lett2004,,17:1
12The dissipative linear Bohzmann equation for hard spheres 显示文摘Lods B Toscani G 2004J Stat Phys2004,,117:1
13Contractive metrics for a Boltzmann equation for granular gases:diffusive equilibria 显示文摘Bisi M Carrillo J A Toscani G 2005J Stat Plays2005,,118:1
14On the Cauchy problem for the nonlinear Bohzmann equation:global existence u- niqueness and asymptotic stability显示文摘Bellomo N Toscani G 1985Communication in Mathematical Physics1985,26,2:1
15Probability metrics and uniqueness of the solution to the Boltzmann equation for Maxwell gas 显示文摘Toscani G Villani C 1999J Star Phys1999,,94:1
16Proof of an asymptotic property of self-similar solutions of the bo- itzmann equation for granular materials显示文摘Bobylev A V Cercignani C Toscani G 2003Journal of Statistical Physics2003,111,2:1
17Metrics for probability distributions and the trend to equilibrium for solutions of the Boltzmann equation 显示文摘Gabetta E Toscani G Wennberg W 1995J Stat Phys1995,,81:1
18Propagation of smoothness and the rate of exponential convergence to equilibrium for spatially homogeneous Maxwellian gases 显示文摘Carlen E A Gabetta E Toscani G 1999Commun Math Phys1999,,305:1
19Kinetic models of opinion formation 显示文摘Toscani G 2006COMMUNICATIONS IN MATHEMATICAL SCIENCES2006,4,3:1
20Long-time asymptotics for strong solutions of the thin films equation显示文摘Carrillo J A Toscani G 2002Commun Math Phys2002,225,:1
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