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Technical Manual for Grader Heavy Road Motorized Diesel Engine Driven SSN R038 NSN 3805 01 150 4795


Technical Manual for Grader  Heavy  Road  Motorized  Diesel Engine Driven  SSN R038  NSN 3805 01 150 4795
  • Author :
  • Publisher :
  • Release : 1985
  • ISBN : MINN:20000004432734
  • Language : En, Es, Fr & De
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Cognitive Performance and Menopause


Cognitive Performance and Menopause
  • Author : Paula Alhola
  • Publisher :
  • Release : 2007
  • ISBN : CORNELL:31924097790533
  • Language : En, Es, Fr & De
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Young Measure Solutions for a Nonlinear Parabolic Equation of Forward backward Type


Young Measure Solutions for a Nonlinear Parabolic Equation of Forward backward Type
  • Author : Sophia Andreas Demoulini
  • Publisher :
  • Release : 1993
  • ISBN : MINN:31951D010311076
  • Language : En, Es, Fr & De
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Abstract: "The scope is to study the nonlinear parabolic problem of forward-backward type u[subscript t] = [delta]ยทq([delta]u) on Q[subscript infinity] = [omega] x R with initial data u0 given in H10([omega]). Here [omega] [contained within] R[superscript N] is open, bounded with mildly smooth boundary and q [element of] C(R[superscript N];R[superscript N]), an analogue to heat flux, satisfies q = [delta phi] with [phi element of] C1 (R[superscript N]) of suitable growth. When [phi] is not convex classical solutions do not exist in general; the problem admits Young measure solutions. By that is meant a function u [element of] H1[subscript loc](Q[subscript infinity]) [intersection of] L[superscript infinity] (R+; H10(omega)) and a parameterized family of probability measures v = (v[subscript x, t])(x, t)[element of]Q[subscript infinity] related to u by [delta]u = fR[superscript N][lambda v][d[lambda]) a.e. in Q[subscript infinity]; via v the nonlinearity q([delta]u)is replaced by the moment v, q = fR[superscript N]q(lambda])v(d[lambda]) a.e. in Q[subscript infinity] and the equation is then interpreted in H[superscript -1]. The family v is generated by the gradients of a sequence in H1[subscript loc](Q[subscript infinity]), is non-unique, but through its first moment some of the classical properties are preserved: uniqueness of the function u is true; stability is reflected in a maximum principle and a comparison result. The asymptotic analysis yields, as time tends to infinity, a unique limit z and an associated Young measure v[superscript infinity] such that the pair (Z, v[superscript infinity]) is a Young measure solution of the steady-state problem [delta] ยท q([delta]z) = 0. The relevant energy function is shown to be monotone decreasing and asymptotically tending to its minimum, globally and locally in space."

Journal


Journal
  • Author : Annamalai University
  • Publisher :
  • Release : 2006
  • ISBN : UCLA:L0101098085
  • Language : En, Es, Fr & De
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China s Great Leap Forward Or Backward


China s Great Leap Forward Or Backward
  • Author : Mark Yuying An
  • Publisher :
  • Release : 2001
  • ISBN : UVA:X006128464
  • Language : En, Es, Fr & De
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