St. Xavier's University, Kolkata
Fr. Arrupe Central Library
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Linear algebra and linear models B.P. Bapat

By: Material type: TextTextLanguage: English Publication details: New Delhi Hindustan book agency c2012Edition: 3rd edDescription: 167p P.BISBN:
  • 9789380250281
Subject(s): DDC classification:
  • R 512.5 BAP(LIN)Ed3
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Item type Current library Collection Call number Vol info Copy number Status Barcode
REFERENCE STATISTICS REFERENCE STATISTICS St. Xavier's University, Kolkata Reference Section Reference R 512.5 BAP(LIN)Ed3 (Browse shelf(Opens below)) S.X.U.K 6820 Not For Loan US6820
STATISTICS STATISTICS St. Xavier's University, Kolkata Lending Section 512.5 BAP(LIN)Ed3 (Browse shelf(Opens below)) S.X.U.K 6821 Available S6821
STATISTICS STATISTICS St. Xavier's University, Kolkata Lending Section 512.5 BAP(LIN)Ed3.C1 (Browse shelf(Opens below)) S.X.U.K 6822 Available S6822
STATISTICS STATISTICS St. Xavier's University, Kolkata Lending Section 512.5 BAP(LIN)Ed3.C2 (Browse shelf(Opens below)) S.X.U.K 6823 Available S6823
STATISTICS STATISTICS St. Xavier's University, Kolkata Lending Section 512.5 BAP(LIN)Ed3.C3 (Browse shelf(Opens below)) S.X.U.K 6824 Available S6824
STATISTICS STATISTICS St. Xavier's University, Kolkata Lending Section 512.5 BAP(LIN)Ed3.C4 (Browse shelf(Opens below)) S.X.U.K 6825 Available S6825
STATISTICS STATISTICS St. Xavier's University, Kolkata Lending Section 512.5 BAP(LIN)Ed3.C5 (Browse shelf(Opens below)) S.X.U.K 6826 Available S6831
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512.2 HOG(PRO)Ed10.C1 Probability and statistical inference 512.2 HOG(PRO)Ed10.C2 Probability and statistical inference 512.2 HOG(PRO)Ed10.C3 Probability and statistical inference 512.5 BAP(LIN)Ed3 Linear algebra and linear models 512.5 BAP(LIN)Ed3.C1 Linear algebra and linear models 512.5 BAP(LIN)Ed3.C2 Linear algebra and linear models 512.5 BAP(LIN)Ed3.C3 Linear algebra and linear models

Contents
1. Vector Spaces and Subspaces
2. Rank, Inner Product and Nonsingularity
3. Eigenvalues and Positive Definite Matrices
4. Generalized Inverses
5. Inequalities for Eigenvalues and Singular Values
6. Rank Additivity and Matrix Partial Orders
7. Linear Estimation
8. Tests of Linear Hypotheses
9. Linear Mixed Models
10. Miscellaneous Topics
11. Additional Exercises on Rank
12. Hints and Solutions to Selected Exercises
13. Notes
References
Index

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St. Xavier's University, Kolkata ,Action Area III B, New Town, Kolkata - 700 160


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