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Finer analysis of characteristic curve and its application to exact, optimal controllability, structure of the entropy solution of a scalar conservation law with convex flux S.S. Ghoshal

By: Ghoshal, S.SMaterial type: Text

TextPublication details: Tata Institute of Fundamental Research 2012 Description: iii 197DDC classification: 6.05+15.04

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Holdings
Item type	Current library	Collection	Call number	Materials specified	Status	Date due	Barcode
Books	TIFR CAM Library	PhD Thesis	6.05+15.04 GHOS (Browse shelf(Opens below))		Available		M9481

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Previous	6.03+10.03+24 RAMA Sur des questions de symetrie dans des problemes elliptiques these de doctorat de i'universite pierre et marie curie, paris 6 - soutenue le 31 janvier 1990	6.03+24 PAND Some nonlinear elliptic equations involving non-linearities of critical growth. Ph.D Thesis	6.03+24 SANT On a class of superlinear elliptic problems in symmetric domains & on a fourth order singlular eigenvalue problem	6.05+15.04 GHOS Finer analysis of characteristic curve and its application to exact, optimal controllability, structure of the entropy solution of a scalar conservation law with convex flux	6.05+24 DUTT Theory & numerics for scalar conservation laws with discontinuous flux & force scheme for the temple class systems of conservation laws	6.03 DHAN Existence, multiplicity & bifurcation results for some nonlinear elliptic problems	6.04 DATT Long time existence of classical solutions to non-linear wave equations in exterior domains. A dissertation

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