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Last Update 12/04/2025
Completion Time 1 day 5 hours 47 minutes
Members 17
  • UNIT I Probability, Random Variables & Distribution Theory
    • Probability Theory Introduction Class
    • Probability Problems & Solutions
    • Probability - Addition Theorem
    • Total Probability and Bayes Theorem
    • Random Variables Introduction and CDF - Discrete Random Variables
    • Continuous Random Varaibles, Mean and Variance
    • Bivariate random Variables, Marginal and conditional distributions
    • Mathematical Expectation and Conditional Expectation
    • Conditional probability Problems
    • Convergence in Probability & Weak and Strong laws of large numbers
    • MGF, Cumulant Generating Functions and Characteristic Function
    • Characteristic Functions Properties and Problems
    • Lindberg-Levy and Lyapunov’s Theorem
    • Binomial Distribution
    • Poisson and Hypergeometric Distribution
    • Uniform and Normal Distribution
    • Gamma and Exponential Distributions
    • Beta distribution of first and second kind
  • UNIT VII Differential Equations and Operations Research
    • Differential Equations - Introduction Class
      New
    • Linear ODE With Constant Coefficients Complementary Function
      New
    • Linear ODE with Constant coefficients - Finding Particular Integral Type I and II
      New
    • Linear ODE with Constant Coefficients Finding Particular Integral Type III and IV
      New
    • Liner Higher Order ODE with Variable Coefficients Introduction Class
      New
    • Method of Variation of Parameters, Linearly Dependent and Linearly Independent
      New
    • Wronskian Properties and Problems with Solutions
      New
    • Second Order ODE with Ordinary and Singular Points
      New
    • Indicial Equations and Introduction of Bessels Equations
      New
    • Bessels Equations of first and second kind
      New
    • Bessels Functions, Recurrence Formula and Problems
      New