Geometry of Banach Space (Radon Nikodym)
I read in David Williams, Probability with martingale : "The right context for appreciating the close inter-relations between martingale convergence, conditional expectation, the Radon-Nikodym theorem, ect. is the geometry of Banach Spaces."
Does anyone have a introduction to this topics please ? I'm curious to see what's th meaning of that !
Have a good day!
geometry probability-theory reference-request banach-spaces radon-nikodym
asked Nov 27 at 7:36
CechMS
185
add a comment |
I read in David Williams, Probability with martingale : "The right context for appreciating the close inter-relations between martingale convergence, conditional expectation, the Radon-Nikodym theorem, ect. is the geometry of Banach Spaces."
Does anyone have a introduction to this topics please ? I'm curious to see what's th meaning of that !
Have a good day!
geometry probability-theory reference-request banach-spaces radon-nikodym
asked Nov 27 at 7:36
CechMS
185
1
If you are new to Geometry of Banach Spaces an excellent place to start with is Vector Measures by Diestel and Uhl.
– Kavi Rama Murthy
Nov 27 at 7:49
Thank you I will take a look at this, my for my project for the next semester.
– CechMS
Nov 28 at 7:33
add a comment |
I read in David Williams, Probability with martingale : "The right context for appreciating the close inter-relations between martingale convergence, conditional expectation, the Radon-Nikodym theorem, ect. is the geometry of Banach Spaces."
Does anyone have a introduction to this topics please ? I'm curious to see what's th meaning of that !
Have a good day!
geometry probability-theory reference-request banach-spaces radon-nikodym
asked Nov 27 at 7:36
CechMS
185
I read in David Williams, Probability with martingale : "The right context for appreciating the close inter-relations between martingale convergence, conditional expectation, the Radon-Nikodym theorem, ect. is the geometry of Banach Spaces."
Does anyone have a introduction to this topics please ? I'm curious to see what's th meaning of that !
Have a good day!
geometry probability-theory reference-request banach-spaces radon-nikodym
geometry probability-theory reference-request banach-spaces radon-nikodym
asked Nov 27 at 7:36
CechMS
185
asked Nov 27 at 7:36
CechMS
185
asked Nov 27 at 7:36
CechMS
185
asked Nov 27 at 7:36
CechMS
185
asked Nov 27 at 7:36
CechMS
185
185
1
If you are new to Geometry of Banach Spaces an excellent place to start with is Vector Measures by Diestel and Uhl.
– Kavi Rama Murthy
Nov 27 at 7:49
Thank you I will take a look at this, my for my project for the next semester.
– CechMS
Nov 28 at 7:33
add a comment |
1
If you are new to Geometry of Banach Spaces an excellent place to start with is Vector Measures by Diestel and Uhl.
– Kavi Rama Murthy
Nov 27 at 7:49
Thank you I will take a look at this, my for my project for the next semester.
– CechMS
Nov 28 at 7:33
1
1
If you are new to Geometry of Banach Spaces an excellent place to start with is Vector Measures by Diestel and Uhl.
– Kavi Rama Murthy
Nov 27 at 7:49
If you are new to Geometry of Banach Spaces an excellent place to start with is Vector Measures by Diestel and Uhl.
– Kavi Rama Murthy
Nov 27 at 7:49
Thank you I will take a look at this, my for my project for the next semester.
– CechMS
Nov 28 at 7:33
Thank you I will take a look at this, my for my project for the next semester.
– CechMS
Nov 28 at 7:33
add a comment |
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1
If you are new to Geometry of Banach Spaces an excellent place to start with is Vector Measures by Diestel and Uhl.
– Kavi Rama Murthy
Nov 27 at 7:49
Thank you I will take a look at this, my for my project for the next semester.
– CechMS
Nov 28 at 7:33