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CCA (Computational Convex Analysis) >> pl

### pl

- _pl_fusion — [Internal function] Merge 2 increasing sequences using classical programming; used to compute the Legendre-Fenchel conjugate.
- _pl_fusionsci — [Internal function] Merge 2 increasing sequences using scilab syntax; used to compute the Legendre-Fenchel conjugate.
- _pl_kaFeasiblePoint — Convex operators via optimization (OPT), Kernel average feasible point
- pl_bb — Lower convex envelope/convex hull, Beneath-Beyond algorithm
- pl_lft_direct — [For comparison only] Legendre-Fenchel conjugate, direct computation
- pl_lft_direct_2d — [For comparison only] 2D Legendre-Fenchel conjugate, direct computation
- pl_lft_direct_d — [For comparison only] Legendre-Fenchel conjugate, direct computation on {1,...,n}
- pl_lft_generic — Generic Legendre Fenchel Transform (LFT)
- pl_lft_llt — Legendre-Fenchel conjugate, LLT algorithm
- pl_lft_llt_2d — 2D Legendre-Fenchel conjugate, LLT algorithm
- pl_lft_llt_3d — 3D Legendre-Fenchel conjugate, LLT algorithm
- pl_lft_llt_d — Legendre-Fenchel conjugate, LLT algorithm on {1,...,n}
- pl_lft_plt — Parametric Legendre Transform, PLT algorithm
- pl_ll — The Lasry-Lions double envelope approximation
- pl_me_brute_2d — [For comparison only] 2D Moreau envelope, brute force computation
- pl_me_direct — [For comparison only] Moreau envelope, direct computation
- pl_me_direct_2d — [For comparison only] 2D Moreau envelope, direct computation
- pl_me_generic — Generic Moreau envelope
- pl_me_llt — Moreau envelope, LLT algorithm
- pl_me_llt_2d — 2D Moreau envelope, LLT algorithm
- pl_me_nep — Moreau envelope for convex functions, NEP algorithm
- pl_me_nep_2d — 2D Moreau envelope for convex functions, NEP algorithm
- pl_me_pe — Moreau envelope, Parabolic Envelope algorithm
- pl_me_pe_2d — 2D Moreau envelope, PE algorithm
- pl_me_plt — Parametric Moreau Envelope, PME algorithm
- pl_ph_direct — Discrete Pasch-Hausdorff envelope

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