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गणित विभाग
Department of Mathematics
National Institute of Technology Jamshedpur
NIT Jamshedpur - Cradle of technical excellence
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Dr. Sripati Jha
Associate Professor
Department of Mathematics
Phd, Ranchi University(1986)
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Area of Research Interest
Approximation theory,Numerical methods
Contact Information
Residential Address :
Q no. C/2 NIT campus
Phone Number :
Mobile Number :
+91-9934532473
E-mail :
sjha.math@nitjsr.ac.in
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Course Handout
MA1202(ECE)
MA1301(ECE)
MA1301(HA ECE)
MA1301(HA PIE)
MA1301(PIE)
MA1301
Assignment/Study Material
MA1102: Area of a curved surface
MA1102: Bessel's Equation
MA1102: Finite Difference
MA1102: Lagrange's interpolation
MA1102: Legendre's Equation
MA1102: Numerical Integration
MA1102: Numerical Solution of Equations
MA1102: Vector differentiation
MA1102: Vector integration
MA1202: 1.1 Linear dependence and independence
MA1202: 1.2 Rank of a Matrix
MA1202: 1.3 System of Linear Equations
MA1202: 1.4 Eigen values and Eigen vectors of a matrix
MA1202: 1.5 Cayley-Hamilton Theorem
MA1202: 1.6 Hermitian and Skew Hermitian Matrix
MA1202: 2.1 Convergence of Improper Integrals
MA1202: 2.2 Beta and Gamma Function
MA1202: 2.3 Differentiation under the Integral sign
MA1202: 3.1 Series Solution of Differential Equations
MA1202: 3.2 Bessel Equation
MA1202: 3.3 Legendre Equation
MA1202: 4.1 Rectification
MA1202: 4.2 Double Integration
MA1202: 4.3 Change the order of Integration
MA1202: 4.4 Triple Integration
MA1202: 4.5 Jacobians and Transformations
MA1202: 4.6 Area of the Curved Surface
MA1202: 5.1 Vector Differentiation
MA1202: 5.2 Vector Integration
MA1202: 6.1 Finite Differences
MA1202: 6.2 Lagrange Interpolation
MA1202: 6.3 Numerical Integration
MA1202: 6.4 Numerical Solution of Equations
MA1202: Convergence of Improper Integrals
MA1202: Gauss Divergence Theorem
MA1202: Jacobians and transformations
MA1202: Linear dependence & independence
MA1202: Linear dependence and independence
MA1202: Numerical Methods
MA1202: Rectification
MA1202: Vector Calculus
MA1301: 1.1 Laplace Transform
MA1301: 1.2 Inverse Laplace Transform
MA1301: 1.3 Convolution Theorem
MA1301: 1.4 Unit Step Function & Dirac delta Function
MA1301: 1.4 Unit Step Function and Dirac delta Function
MA1301: 1.5 Laplace Transform of Periodic Function
MA1301: 1.6 Application to Differential Equations Using Laplace Transforms
MA1301: 2.1 Fourier Series
MA1301: 2.2 Parseval Formula (NEW)
MA1301: 2.2 Parseval's Formula
MA1301: 2.2 Parseval's Formula (NEW)
MA1301: 2.2.Parseval's Formulae (NEW)
MA1301: 2.2.Parseval's Formulae
MA1301: 2.3 Complex Form of Fourier Series
MA1301: 2.4 Fourier Integral
MA1301: 2.5 Fourier transform
MA1301: 2.6 Fourier Sine and Cosine transforms
MA1301: 2.7 Properties of Fourier transform
MA1301: 2.8 Boundary Value Problems
MA1301: 3.1 Z-Transform
MA1301: 4.1 Complex Integration
MA1301: 4.2 Taylor and Laurent Series
MA1301: 4.3 Residues
MA1301: 5.1 Probability Distribution
MA1301: 5.2 Binomial Distribution
MA1301: 5.3 Poisson Distribution
MA1301: 5.4 Normal Distribution
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