DOIAbstract
AbstractThis paper presents variational and extremum principles for pairs of coupled linear equations. The results are illustrated by several examples arising in mathematical physics
AbstractThis paper presents variational and extremum principles for pairs of coupled linear equations. The results are illustrated by several examples arising in mathematical physics
AbstractThis paper presents variational and bivariational bounds associated with the linear equation...
This concise and understandable book about variational principles of continuum mechanics presents th...
AbstractThis paper deals with the different methods of variational formulation of nonlinear problems...
AbstractThis paper presents variational and extremum principles for pairs of coupled linear equation...
AbstractThis paper presents variational principles for equations Lψ = ƒ(ψ), where ƒ is a complex fun...
A new approach is proposed for the systematic derivation of varïous variational principles in linear...
The Lagrange formalism on dissipative systems is extended by a new variational principle extremum of...
A new variational principle extremum of full action is proposed, which extends the Lagrange formalis...
AbstractThis paper treats the construction of dual variational principles for non-convex problems us...
summary:New types of variational principles, each of them equivalent to the linear mixed problem for...
AbstractThis paper presents dual bivariational principles which yield upper and lower bounds for 〈g,...
New maximum and minimum principles for certain second order partial differential equations are deriv...
AbstractThis paper presents a useful alternative to the classical complementary variational principl...
“Using variational formulae for solving extremal problems in linearly‐invariant classes”Mathematical...
Key words and phrases. Banach spaces, convex analysis, duality, calculus of variations, non-convex s...
AbstractThis paper presents variational and bivariational bounds associated with the linear equation...
This concise and understandable book about variational principles of continuum mechanics presents th...
AbstractThis paper deals with the different methods of variational formulation of nonlinear problems...
AbstractThis paper presents variational and extremum principles for pairs of coupled linear equation...
AbstractThis paper presents variational principles for equations Lψ = ƒ(ψ), where ƒ is a complex fun...
A new approach is proposed for the systematic derivation of varïous variational principles in linear...
The Lagrange formalism on dissipative systems is extended by a new variational principle extremum of...
A new variational principle extremum of full action is proposed, which extends the Lagrange formalis...
AbstractThis paper treats the construction of dual variational principles for non-convex problems us...
summary:New types of variational principles, each of them equivalent to the linear mixed problem for...
AbstractThis paper presents dual bivariational principles which yield upper and lower bounds for 〈g,...
New maximum and minimum principles for certain second order partial differential equations are deriv...
AbstractThis paper presents a useful alternative to the classical complementary variational principl...
“Using variational formulae for solving extremal problems in linearly‐invariant classes”Mathematical...
Key words and phrases. Banach spaces, convex analysis, duality, calculus of variations, non-convex s...
AbstractThis paper presents variational and bivariational bounds associated with the linear equation...
This concise and understandable book about variational principles of continuum mechanics presents th...
AbstractThis paper deals with the different methods of variational formulation of nonlinear problems...
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