Exterior Penalty Function Method | One Solved Problem | Optimization Exam Preparation

Interior Penalty Function Method | One Solved Problem | Optimization Exam Preparation

Steepest Descent Method | Easy Explanation & Solved Problem | Last-Minute Exam Preparation

KKT Conditions Made Easy | Solved Inequality Constraint Problem | Last-Minute Exam Revis

Optimization: Lagrange Multipliers & Bordered Hessian (Hancock Condition) | Complete Exam Solution

Relative Maxima and Minima of f(x, y) = 2(x² − y²) − x⁴ + y⁴ | Two Variable Function

Extreme Points in 2D Optimization | Multivariable Calculus Example

Augmenting Path Algorithm | Maximum Flow Problem Explained with Example

Management Science Tutorial: Goal Programming for Optimal Advertising Mix (Part -2)

Management Science Tutorial: Goal Programming for Optimal Advertising Mix

Find Bilinear Transformation (-1,0,1)→(0,i,3i) with Cross Ratio: Complex Analysis

Math for Engineers: Harmonicity, CR Equations & Complex Potential

Laurent Series Expansion of Rational Functions | Quick Exam Solving Tips

Laurent Series Expansion of Rational Functions | Quick Exam Solving Tips

Bilinear Transformation Using Cross Ratio – Map Three Points | Complex Analysis

Bilinear Mapping – Image of Circle under w=5−4z/4z−2 ​ | Complex Analysis

Inverse Mapping – Image of Strip under w=1/z | Complex Analysis

Image of Half-Plane under w=iz+i | Complex Analysis

Inverse Mapping – Image of a Circle under w=1/z ​ | Complex Analysis

Complex Analysis Exam Problem: f(z)=z+1/z – Conformal & Critical Points

Mapping \(w=z^2\): Lines, Unit Circle, and Circle ∣z−1∣=1 → Cardioid

Exponential Mapping \(w=e^z\) | Complex Analysis with Examples

Source Fields & Complex Potential | Curl-Free & Divergence-Free Vector Fields (Exam Focus)

Real & Imaginary Parts of Analytic Functions | Orthogonal & Degenerate Points (Exam Focus)

Assignment Problem (Maximization) – Hungarian Method | Full Solved Example | GATE & University Exam

Assignment Problem (Minimization) – Hungarian Method | Full Solved Example | GATE & University Exams

Transshipment Problem – Vogel Method & MODI Method | Initial & Optimal Solution | University Exams

Transportation Problem – Initial & Optimal Solution (Northwest Corner, Least Cost, Vogel, MODI)

Transportation Problem – Optimal Solution using MODI Method | Part 2 | GATE & University Exams

Transportation Problem | Initial Feasible Solution | GATE & University Exams

Find the analytic function P+iQ, if P-Q=sin(2x)/(cosh 2y-cos 2x).

Is the Function Harmonic? | Find v(x,y) from u(x,y) – Complex Analysis Explained

Big M Method | Complete Solved Example for GATE, B.Tech & University Exams

Simplex Method Explained with One Minimization Problem

Simplex Method Explained with One Full Example

Find the Conjugate Harmonic Function | GATE ME 2024 Q13 Explained

Find the k using the properties of an analytic function| GATE 2023 Q33

Find the Conjugate Harmonic Function | GATE ME 2020 Q27 Explained

Find the Conjugate Harmonic Function | GATE ME 2020 Q36 Explained

Properties of the Analytic Function | GATE ME 2019 Q4 Explained

Find the Conjugate Harmonic Function | GATE ME 2019 Q27 Explained

Is the Function Harmonic? | Find f(z) from u(x,y) – Complex Analysis Explained

Is the Function Harmonic? | Find f(z) from u(x,y) – Complex Analysis Explained

CR Equations Hold but Not Differentiable at a Point | Complex Analysis Counterexample

CR Equations Hold but Not Differentiable at a Point | Complex Analysis Counterexample

Is the Function Harmonic? | Find f(z) from u(x,y) – Complex Analysis Explained

Is the Function Harmonic? | Find f(z) from u(x,y) – Complex Analysis Explained

Is the Function Harmonic? | Find f(z) from u(x,y) – Complex Analysis Explained

Heat Equation Solved Easily Using Fourier Transform (Engineering Maths)

How to Use Parseval's Identity to Solve Improper Integrals? (Engineering Maths) (Example 2)

How to Use Parseval's Identity to Solve Improper Integrals? (Engineering Maths)

Inverse Fourier transform using Convolution Theorem

Evaluate the improper integral using Convolution theorem Fourier transform

Convolution Explained

Dirac Delta Function Explained – Engineering Mathematics (Fourier Transform & Properties)

Modulation Theorem in Fourier Transform Explained | Proof & Applications | Engineering Maths

Fourier Transform of Gaussian Function (e^-ax²) Proof | Engineering Mathematics

Fourier Transform of e{−ax}H(x)-e{ ax }H(-x) | Step-by-Step Solution | Engineering Mathematics

Fourier Transform of e^{−ax}H(x) | Step-by-Step Solution | Engineering Mathematics

Fourier Transform of Gate Function & Sinc Integral | Step-by-Step Solution | Engineering Maths