· we define ao = in, the unit matrix of mn(f). we denote by al 0 142 the direct sum of matrices...

11

Upload: others

Post on 26-Aug-2020

4 views

Category:

Documents


0 download

TRANSCRIPT

Page 1:  · We define AO = In, the unit matrix of Mn(F). We denote by Al 0 142 the direct sum of matrices As e Mns (F), n s e N, s = Al A2 — A non-empty subset of Mn(F) is said here to
Page 2:  · We define AO = In, the unit matrix of Mn(F). We denote by Al 0 142 the direct sum of matrices As e Mns (F), n s e N, s = Al A2 — A non-empty subset of Mn(F) is said here to
Page 3:  · We define AO = In, the unit matrix of Mn(F). We denote by Al 0 142 the direct sum of matrices As e Mns (F), n s e N, s = Al A2 — A non-empty subset of Mn(F) is said here to
Page 4:  · We define AO = In, the unit matrix of Mn(F). We denote by Al 0 142 the direct sum of matrices As e Mns (F), n s e N, s = Al A2 — A non-empty subset of Mn(F) is said here to
Page 5:  · We define AO = In, the unit matrix of Mn(F). We denote by Al 0 142 the direct sum of matrices As e Mns (F), n s e N, s = Al A2 — A non-empty subset of Mn(F) is said here to
Page 6:  · We define AO = In, the unit matrix of Mn(F). We denote by Al 0 142 the direct sum of matrices As e Mns (F), n s e N, s = Al A2 — A non-empty subset of Mn(F) is said here to
Page 7:  · We define AO = In, the unit matrix of Mn(F). We denote by Al 0 142 the direct sum of matrices As e Mns (F), n s e N, s = Al A2 — A non-empty subset of Mn(F) is said here to
Page 8:  · We define AO = In, the unit matrix of Mn(F). We denote by Al 0 142 the direct sum of matrices As e Mns (F), n s e N, s = Al A2 — A non-empty subset of Mn(F) is said here to
Page 9:  · We define AO = In, the unit matrix of Mn(F). We denote by Al 0 142 the direct sum of matrices As e Mns (F), n s e N, s = Al A2 — A non-empty subset of Mn(F) is said here to
Page 10:  · We define AO = In, the unit matrix of Mn(F). We denote by Al 0 142 the direct sum of matrices As e Mns (F), n s e N, s = Al A2 — A non-empty subset of Mn(F) is said here to
Page 11:  · We define AO = In, the unit matrix of Mn(F). We denote by Al 0 142 the direct sum of matrices As e Mns (F), n s e N, s = Al A2 — A non-empty subset of Mn(F) is said here to