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    • First Example
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    • Author and contributors
  • User’s guide
    • Summary of implemented functions
      • Operators to manipulate PICOS Expressions
      • Operators that create constraints
      • functions that create affine expressions
      • functions to create convex constraints
      • functions that create sets
      • Other useful functions
    • Tutorial
      • Variables
      • Affine Expressions
      • Norm of an affine Expression
      • Quadratic Expressions
      • Constraints
      • Set membership
      • Write a Problem to a file
      • Solve a Problem
  • Examples
    • Cut problems in graphs
      • Max-flow, Min-cut (LP)
      • Multicut (MIP)
      • Maxcut relaxation (SDP)
      • References
    • Complex Semidefinite Programming
      • Fidelity in Quantum Information Theory
      • Phase Recovery in Signal Processing
      • References
    • Examples from Optimal Experimental Design
      • c-optimality, multi-response: SOCP
      • c-optimality, single-response: LP
      • SDP formulation of the c-optimal design problem
      • A-optimality: SOCP
      • A-optimality with multiple constraints: SOCP
      • Exact A-optimal design: MISOCP
      • approximate and exact D-optimal design: (MI)SOCP
      • Former MAXDET formulation of the D-optimal design: SDP
      • General Phi_p optimal design Problem: SDP
      • References
  • The PICOS Reference
    • Problem
    • picos.tools
    • Expression
      • AffinExp
      • Variable
      • Norm
      • QuadExp
      • LogSumExp
      • GeoMeanExp
      • NormP_Exp
      • TracePow_Exp
      • DetRootN_Exp
      • Set
      • Ball
      • Truncated_Simplex
    • Constraint
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ExamplesΒΆ

  • Cut problems in graphs
    • Max-flow, Min-cut (LP)
    • Multicut (MIP)
    • Maxcut relaxation (SDP)
    • References
  • Complex Semidefinite Programming
    • Fidelity in Quantum Information Theory
    • Phase Recovery in Signal Processing
    • References
  • Examples from Optimal Experimental Design
    • c-optimality, multi-response: SOCP
    • c-optimality, single-response: LP
    • SDP formulation of the c-optimal design problem
    • A-optimality: SOCP
    • A-optimality with multiple constraints: SOCP
    • Exact A-optimal design: MISOCP
    • approximate and exact D-optimal design: (MI)SOCP
    • Former MAXDET formulation of the D-optimal design: SDP
    • General Phi_p optimal design Problem: SDP
    • References
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