Linear time-invariant distributed parameter system identification via orthogonal functions. - B. M. Mohan; Kanti B. Datta (Autom., 1991)

Analytical structures and analysis of the simplest fuzzy PI controllers. - Ambalal V. Patel; B. M. Mohan (Autom., 2002)

Some numerical aspects of center of area defuzzification method. - Ambalal V. Patel; B. M. Mohan (Fuzzy Sets Syst., 2002)

Analytical structures and analysis of the simplest fuzzy PD controllers. - B. M. Mohan; Ambalal V. Patel (IEEE Trans. Syst. Man Cybern. Part B, 2002)

Corrections to "analytical structures and analysis of the simplest fuzzy PD controllers". - B. M. Mohan; Ambalal V. Patel (IEEE Trans. Syst. Man Cybern. Part B, 2002)

Comments on "Optimal control via Fourier series of operational matrix of integration". - B. M. Mohan; Sanjeeb Kumar Kar (IEEE Trans. Autom. Control., 2005)

The simplest fuzzy PID controllers: mathematical models and stability analysis. - B. M. Mohan; Arpita Sinha (Soft Comput., 2006)

Influence of cross-point level of membership functions in fuzzy two-term control. - B. M. Mohan; Arpita Sinha (Int. J. Autom. Control., 2007)

Block-Pulse Functions Approach to Analysis of Linear Optimal Control Systems Incorporating Observers. - B. M. Mohan; Sanjeeb Kumar Kar (ICIIS, 2008)

State Estimation using Shifted Legendre Polynomials. - B. M. Mohan; Sanjeeb Kumar Kar (ICIIS, 2008)

Analytical structure and stability analysis of a fuzzy PID controller. - B. M. Mohan; Arpita Sinha (Appl. Soft Comput., 2008)

The simplest fuzzy two-term controllers: mathematical models and stability analysis. - Bosukonda Murali Mohan; Arpita Sinha (Int. J. Autom. Control., 2008)

Analytical Structures for Fuzzy PID Controllers? - B. M. Mohan; Arpita Sinha (IEEE Trans. Fuzzy Syst., 2008)

Orthogonal functions approach to optimal control of delay systems with reverse time terms. - B. M. Mohan; Sanjeeb Kumar Kar (J. Frankl. Inst., 2010)

Fuzzy Pid Control Via Modified Takagi-Sugeno Rules. - B. M. Mohan (Intell. Autom. Soft Comput., 2011)

Fuzzy two-term controllers with multi-fuzzy sets: mathematical models and analysis. - B. M. Mohan; Arpita Ghosh (Int. J. Model. Identif. Control., 2012)

Mathematical modeling and computational study of the simplest fuzzy two-term controllers via height defuzzification. - K. M. Arun Neelimegham; Bosukonda Murali Mohan (J. Intell. Fuzzy Syst., 2015)

Mathematical modelling of the simplest fuzzy two-input two-output proportional integral or proportional derivative controller via Larsen product inference. - N. K. Arun; B. M. Mohan (Int. J. Autom. Control., 2016)

Modeling, stability analysis and computational aspects of nonlinear fuzzy PID controllers. - N. K. Arun; B. M. Mohan (J. Intell. Fuzzy Syst., 2016)

Modelling, stability analysis and computational aspects of nonlinear fuzzy PID controllers using Mamdani minimum inference. - N. K. Arun; B. M. Mohan (Int. J. Autom. Control., 2018)

Modeling and analysis of the simplest fuzzy PID controller of Takagi-Sugeno type with modified rule base. - Ritu Raj; B. M. Mohan (Soft Comput., 2018)

General structure of Interval Type-2 fuzzy PI/PD controller of Takagi-Sugeno type. - Ritu Raj; B. M. Mohan (Eng. Appl. Artif. Intell., 2020)

A simple approach to mathematical modelling of integer order and fractional order fuzzy PID controllers using one-dimensional input space and their experimental realization. - Debdoot Sain; B. M. Mohan (J. Frankl. Inst., 2021)

Modeling, analysis and real-time implementation of five new simplest fuzzy nonlinear PI/PD controllers. - Debdoot Sain; B. M. Mohan (Soft Comput., 2021)

A simple modelling strategy for integer order and fractional order interval type-2 fuzzy PID controllers with their simulation and real-time implementation. - Debdoot Sain; Manoranjan Praharaj; Bosukonda Murali Mohan (Expert Syst. Appl., 2022)

Minimum t-norm leads to unrealizable fuzzy PID controllers. - Khushboo Kumari; B. M. Mohan (Inf. Sci., 2022)

Development, experimental validation, and comparison of interval type-2 Mamdani fuzzy PID controllers with different footprints of uncertainty. - Manoranjan Praharaj; Debdoot Sain; B. M. Mohan (Inf. Sci., 2022)

Derivation and structural analysis of a three-input interval type-2 TS fuzzy PID controller. - Ritu Raj; B. M. Mohan; Dong-Eun Lee; Jung-Min Yang 001 (Soft Comput., 2022)

Modelling and Simulation of a Mamdani Fuzzy PID Controller Using Non-Uniformly Distributed Fuzzy Sets. - Khushboo Kumari; B. M. Mohan (CoDIT, 2023)

A Note on the Simplest Mamdani Fuzzy Two-Term (PI/PD) Controllers. - Sadhna Malik; B. M. Mohan (CoDIT, 2024)

Development and experimental validation of analytical structures of some simplest fuzzy PI/PD controllers using Bounded Sum aggregation. - Sadhna Malik; B. M. Mohan (J. Frankl. Inst., 2024)

Development of a 2-DoF nonlinear fuzzy PI-PD controller for a tractor active suspension system. - Debdoot Sain; B. M. Mohan; Jung-Min Yang 001 (Comput. Electron. Agric., 2025)

Takagi-Sugeno fractional-order interval type-2 fuzzy proportional-integral-derivative controller with real-time application to a magnetic levitation system. - Debdoot Sain; Manoranjan Praharaj; B. M. Mohan; Jung-Min Yang 001 (Comput. Electr. Eng., 2025)

Interval type-2 fuzzy PID controllers with interval of confidence and various types of footprints of uncertainty. - Debdoot Sain; Manoranjan Praharaj; B. M. Mohan; Jung-Min Yang 001 (Inf. Sci., 2025)

Modeling and simulation of a general three-input Mamdani fuzzy proportional-integral-derivative controller using non-uniformly distributed fuzzy sets. - Khushboo Kumari; Bosukonda Murali Mohan (J. Syst. Control. Eng., 2025)