If you made any changes in Pure these will be visible here soon.

Fingerprint Fingerprint is based on mining the text of the person's research documents to create an index of weighted terms, which defines the key subjects of each individual researcher.

Mathematics

Second-order Optimality Conditions
Second derivative
Conjugate points
Directional derivative
Second-order Derivatives
Second-order Necessary Conditions
Bimatrix Games
Nonlinear Programming
Fixed point theorem
Inequality Constraints
Necessary Optimality Conditions
Duality Theorems
Envelope
Set-valued Function
Necessary and Sufficient Optimality Conditions
Compact Set
Conjugate set
Metric space
Extremal Problems
Minimization Problem
Braces
Conjugate functions
Person
Game
Term
Constraint Qualifications
Multiobjective Programming
Spline Functions
State Constraints
Lagrange
Subdifferential
Tridiagonal matrix
Folding
Brouwer Fixed Point Theorem
Variational Problem
Nash Equilibrium
Existence Theorem
Knot
Differentiable
Monotonicity
Equality
Partition
Sufficient Conditions
Curve
Local Optimality
Decompose
Monotone Mapping
Polynomial Splines
Contraction Mapping
Minimal Solution

Engineering & Materials Science

Nonlinear programming
Derivatives
Accessories
Splines
Decomposition
Binary trees
Polynomials

Business & Economics

Derivatives
Duality
Optimality conditions
Nonlinear programming