Question

ODE, please answer this Q with clear handwriting and explanation Consider linear systems dz dt = A(t)2,Fo E Rd with continuous A(t) E IRdxd satisfying where <.,. >d is the Euclidean scalar product, Euclidean norm ll (a) Show that unique global solutions z exist for all to E IR (b) Prove that all solutions a satisfy ve 20: lOll epOl

Answer 1

nfi PAGE NG ル Alt) χ.all helt) 2( l-

DATE: , ,29 t) Sabs fie ue aprs ond 老. ungve od e a oul uo ds

an, held SHOt Ad& ㄥ プ :81da lXallx ブ