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0:47:07
Various characterizations of projection bands
0:58:34
Some results on portfolio theory in infinite-dimensional vector lattices
0:21:29
Laws of large and small numbers in Riesz spaces
0:23:57
Tensor products of Riesz subspaces
0:27:16
Concentration inequalities in Riesz spaces
0:40:18
Algebraic structures in pre-Riesz spaces
0:51:09
An order theoretical analysis of atomic JBW algebras
0:56:32
The order center and the algebraic center of JBalgebras
1:05:12
Free Banach lattices
0:37:23
Inequalities in Riesz spaces
0:57:12
Stone–Weierstrass theorem
1:01:18
Contribution to L-weakly compact sets
1:01:17
Connections between neural networks and vector lattices
1:11:30
Dynamic programming principle and computable price in financial market models with transaction costs
0:15:32
Lifting component in clean vector lattices and approximation by step functions
0:32:36
No-arbitrage conditions and pricing from discrete-time to continuous-time strategies
0:41:15
The Fremlin projective tensor product of Banach lattice algebras
0:31:24
Duality in free Banach lattices
0:37:47
The Complemented Subspace problem in Banach lattices
0:25:40
Characterisation of conditional weak mixing via ergodicity of the tensor product in Riesz spaces
0:39:11
Strong completeness and a Riesz representation theorem in Riesz spaces
1:07:24
Boolean-valued analysis and positivity
0:33:01
Representing Artinian vector lattices
0:28:08
Generating functions in Riesz spaces
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