A modified multipoint shooting feasible-SQP method for optimal control of DAE systems. - Krystyn Styczen; Pawel Drag (FedCSIS, 2011)

Parallel Simultaneous Approach for optimal control of DAE systems. - Pawel Drag; Krystyn Styczen (FedCSIS, 2012)

Multiple shooting SQP-line search algorithm for optimal control of pressure-constrained batch reactor. - Pawel Drag; Krystyn Styczen (FedCSIS, 2013)

Inexact Newton method as a tool for solving Differential-Algebraic Systems. - Pawel Drag; Krystyn Styczen (FedCSIS, 2013)

Multiple Shooting SQP Algorithm for Optimal Control of DAE Systems with Inconsistent Initial Conditions. - Pawel Drag; Krystyn Styczen (WCO@FedCSIS, 2013)

Inexact Newton matrix-free methods for solving complex biotechnological systems. - Pawel Drag; Marlena Kwiatkowska (FedCSIS, 2014)

3-D filter SQP method for optimal control of the multistage differential-algebraic systems with inconsistent initial values. - Pawel Drag; Krystyn Styczen (FedCSIS, 2014)

Simulated annealing with constraints aggregation for control of the multistage processes. - Pawel Drag; Krystyn Styczen (FedCSIS, 2015)

The matrix-based description approach for the multistage differential-algebraic processes. - Pawel Drag; Krystyn Styczen (FedCSIS, 2016)

A general optimization-based approach for thermal processes modeling. - Pawel Drag; Krystyn Styczen (FedCSIS, 2017)

A new optimization-based approach for aircraft landing in the presence of windshear. - Pawel Drag; Krystyn Styczen (FedCSIS (Communication Papers), 2017)

The New Approach for Dynamic Optimization with Variability Constraints. - Pawel Drag; Krystyn Styczen (WCO@FedCSIS, 2017)

A shortened time horizon approach for optimization with differential-algebraic constraints. - Pawel Drag (FedCSIS, 2021)