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CSIR NET MATHEMATICS || 30 NOV. 2020 || LINEAR ALGEBRA || TAMILNADU & PUDUCHERRY || PART B SOLUTION
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Linear algebra,
Vector space, subspace, basis, dimension, direct sum, linearly dependent, linearly independent, range space, null space, Sylvester's law, linear transformation, linear operator, Isomorphism, matrix representation of linear transformation, rank of matrix, nullity , determinant, inverse of matrix, trace, Idempotent matrix,eigen value, eigen vector, Diagonalizability, characteristic polynomial, Jordan canonical form, Inner product, Gram Schmidt Orthogonalization process, unitary operator, normal operator, self adjoint operator, Quadratic form, Bilinear form, negative definite, positive definite, semi definite.
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Linear algebra,
Vector space, subspace, basis, dimension, direct sum, linearly dependent, linearly independent, range space, null space, Sylvester's law, linear transformation, linear operator, Isomorphism, matrix representation of linear transformation, rank of matrix, nullity , determinant, inverse of matrix, trace, Idempotent matrix,eigen value, eigen vector, Diagonalizability, characteristic polynomial, Jordan canonical form, Inner product, Gram Schmidt Orthogonalization process, unitary operator, normal operator, self adjoint operator, Quadratic form, Bilinear form, negative definite, positive definite, semi definite.
If it is useful for you please like share and subscribe to our channel.
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