Advanced Mathematical Physics handwritten notes PDF
Free Advanced Mathematical Physics notes pdf are provided here for Advanced Mathematical Physics students so that they can prepare and score high marks in their Advanced Mathematical Physics exam.
In these free Advanced Mathematical Physics notes pdf, we will study the concept of generalized mathematical constructs in terms of Algebraic Structures (mainly Vector Spaces) and Tensors to have an in-depth analysis of our physical system.
We have provided complete Advanced Mathematical Physics handwritten notes pdf for any university student of BCA, MCA, B.Sc, B.Tech, M.Tech branch to enhance more knowledge about the subject and to score better marks in their Advanced Mathematical Physics exam.
Free Advanced Mathematical Physics notes pdf are very useful for Advanced Mathematical Physics students in enhancing their preparation and improving their chances of success in Advanced Mathematical Physics exam.
These free Advanced Mathematical Physics pdf notes will help students tremendously in their preparation for Advanced Mathematical Physics exam. Please help your friends in scoring good marks by sharing these free Advanced Mathematical Physics handwritten notes pdf from below links:
Topics in our Advanced Mathematical Physics Notes PDF
The topics we will cover in these Advanced Mathematical Physics handwritten notes pdf will be taken from the following list:
Linear Vector Spaces Abstract Systems: Binary Operations and Relations. Introduction to Groups and Fields. Vector Spaces and Subspaces. Linear Independence and Dependence of Vectors. Basis and Dimensions of a Vector Space. Change of basis. Homomorphism and Isomorphism of Vector Spaces. Linear Transformations. Algebra of Linear Transformations. Non-singular Transformations. Representation of Linear Transformations by Matrices.
Matrices, Addition and Multiplication of Matrices: Null Matrices. Diagonal, Scalar and Unit Matrices. Upper- Triangular and Lower-Triangular Matrices. Transpose of a Matrix. Symmetric and Skew-Symmetric Matrices. Conjugate of a Matrix. Hermitian and Skew Hermitian Matrices. Singular and Non-Singular matrices. Orthogonal and Unitary Matrices. Similar Matrices. Trace of a Matrix. Inner Product.
Eigen-values and Eigenvectors: Finding Eigen – values and Eigen vectors of a Matrix. Diagonalization of Matrices. Properties of Eigen-values and Eigen Vectors of Orthogonal, Hermitian and Unitary Matrices. Cayley-Hamiliton Theorem (Statement only). Finding inverse of a matrix using Cayley-Hamiltion Theorem. Use of Matrices in Solving ordinary second order differential equations and Coupled Linear Ordinary Differential Equations of first order. Functions of a Matrix.
Cartesian Tensors: Transformation of Co-ordinates and fundamentals of Tensors. Einstein’s Summation Convention. Relation between Direction Cosines. Algebra of Tensors: Sum, Difference and Product of Two Tensors. Contraction. Quotient Law of Tensors. Symmetric and Anti-symmetric Tensors. Invariant Tensors: Kronecker and Alternating Tensors. Association of Anti-symmetric Tensor of Order Two and Vectors.
Applications of Cartesian Tensors: Vector Calculus using Cartesian Tensors: Scalar and Vector Products of 2, 3, 4 vectors. Gradient, Divergence and Curl of Tensor Fields. Tensor notation of Laplacian operator. Proof of Vector Identities involving scalar and vector products and vector identities involving Del operator using Tensor notation. Isotropic Tensors (Definition only). Tensorial Character of Physical Quantities. Moment of Inertia Tensor. Stress and Strain Tensors: Symmetric Nature. Elasticity Tensor. Generalized Hooke’s Law.
General Tensors: Transformation of Co-ordinates. Contravariant & Covariant Vectors. Contravariant, Covariant and Mixed Tensors. Kronecker Delta and Permutation Tensors. Algebra of Tensors. Sum, Difference & Product of Two Tensors. Contraction. Quotient Law of Tensors. Symmetric and Anti- symmetric Tensors. Metric Tensor in cartesian, cylindrical, spherical coordinates.
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Advanced Mathematical Physics Notes FAQs
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Q: How to download Advanced Mathematical Physics notes pdf?
A: Advanced Mathematical Physics students can easily make use of all these complete free Advanced Mathematical Physics pdf notes by downloading them from TutorialsDuniya.com
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