Engineering Mathematics II (IIT)
| 文件类型 | 收录时间 | 最后活跃 | 资源热度 | 文件大小 | 文件数量 |
|---|---|---|---|---|---|
| 2015-9-22 10:11 | 2024-5-15 16:05 | 137 | 2.86 GB | 39 |
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文件列表
- lecture 01 Complex Integration.FLV54.56MB
- lecture 02 Contour Integration.FLV113MB
- lecture 03 Cauchy Integral Theorem.FLV51.66MB
- lecture 04 Cauchy Integral form.FLV55.6MB
- lecture 05 Applicatio of Cauchy Integrals form.FLV103.65MB
- lecture 06 Zeroes Singularities Poles.FLV103.14MB
- lecture 07 Residue Integration methods.FLV92.35MB
- lecture 08 Residue Theorem.FLV114.61MB
- lecture 09 Evaluation of Real Integrals.flv86.08MB
- lecture 10 Evaluation of Real Improper Integrals 1.FLV105.87MB
- lecture 11 Evaluation of Real Improper Integrals 2.FLV90.57MB
- lecture 12 Evaluation of Real Improper Integrals 3.FLV99.63MB
- lecture 13 Evaluation of Real Improper Integrals 4.FLV95.67MB
- lecture 14 Evaluation of Real Improper Integrals Revision.FLV116.29MB
- lecture 15 Matrix Algebra I.FLV48.28MB
- lecture 16 Matrix Algebra II.FLV63.26MB
- lecture 17 Determinants I.FLV64.8MB
- lecture 18 Determinants II.FLV60.95MB
- lecture 19 Solution of System Equation.FLV60.03MB
- lecture 20 Linear Algebra I.FLV55.54MB
- lecture 21 Linear Algebra II.FLV56.86MB
- lecture 22 Linear Algebra III.FLV55.12MB
- lecture 23 Linear Algebra IV.FLV60.95MB
- lecture 24 Inner Product.FLV59.22MB
- lecture 25 Linear Transformation Part I.FLV53.55MB
- lecture 26 Linear Transformation Part II.FLV95.58MB
- lecture 27 Eigen Values and Eigen Vectors I.flv62.79MB
- lecture 27 Solution of Dirichlet Problem.FLV72.07MB
- lecture 28 Eigen Values and Eigen Vectors II.flv105.84MB
- lecture 29 Quadratic forms.flv65MB
- lecture 30 Diagonalization I.flv84.56MB
- lecture 31 Diagonalization II.flv64.52MB
- lecture 32 Solution of System of linear equation.flv39.38MB
- lecture 33 Functions of complex variables I.flv53.43MB
- lecture 34 Functions of complex variables II.flv62.88MB
- lecture 35 Taylor Series.flv92.18MB
- lecture 36 Laurent Series.flv53.89MB
- lecture 37 Rank of a matrix.flv109.74MB
- lecture 38 Complex Numbers and their geometric representation.flv49.7MB
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