References
- Science in China (Ser.A) v.39 Variational principle with nonlinear complementarity for three dimensional contact problem and its numerical method W.Chen;G.Chen;E.Feng
- Optimization and Nonsmooth Analysis F.H.Clarke
- On a relation between the Clarke subdifferential and quasidifferential v.13 V.F.Demyanov
- Constructive Nonsmooth Analysis V.F.Demyanov;A.M.Rubinov
- Engineering and Economic Quasidifferentiability and Nonsmooth Modelling in Mechanics V.F.Demyanov;G.E.Stavroulakis;L.N.Polyakova;P.D.Panagiotopoulous
- Journal of Optimlzation Theory and Applications v.87 Representation of the Clarke subdifferential for a regular quasidifferentiable function V.F.Demyanov;C.Sutti
- Journal of Optimization Theory and Applications v.104 Demyanou difference of two sets and optimality conditions of Lagrange multipliers type for constrained quasidifferentiable optimization Y.Gao
- Mathematical Methods of Operations Research Representation and calculation of Clarke generalized Jacobian via quasidifferential Y.Gao
- Convex Analysis and Minimization Algorithms J.B.Hiriart-Urruty;C.Lemarechal
- Algorithms for Continuous Optimization; The State of the Art A condensed introduction to bundle methods in nonsmoth optiminization C.Lemarechal;J.Zow;E.Spedicato(ed.)
- Nonsmooth Optimization M.M.Makela;P.Neittaanamki
- Mathematics of Operations Research v.21 Piecewise smoothness, locally invertibility and parametric analysis of normal maps J.S.Pang;D.Ralph
- Mathematical Programming v.58 A nonsmooth version of Newton's method L.Qi;J.Sun
- Convex Analysis R.T.Rockafellar
- Nonsmooth Optimization Methods and Applications Differences of convex compact sets and their applications to nonsmooth analysis A.M.Rubinov;F.Glannessi(ed.)
- Optimization v.23 Difference of convex compact sets in the sense of Demyanov and its applications in non-smooth analysis A.M.Rubinov;I.S.Akhundov
- quasidifferentiability and related topics Differences of convex compacta and metric spaces of convex compacta with applications : a survey A.M.Rubinov;A.A.Vladimirov;Demyanov(ed.);Rubinov(ed.)