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15
137
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Spanning vectors of simple cubic lattice

Published on
#linear-algebra #vectors #vector-lattices
37
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Regularization of $\max(0,\cdot)$ as an operator in a Hilbert space

Published on
#functional-analysis #reference-request #lattice-orders #vector-lattices
106
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Is there any relation between monotone operators and increasing operators?

Published on
#functional-analysis #operator-theory #banach-spaces #order-theory #vector-lattices
108
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Question about Cornacchia's algorithm for factoring a prime in a complex quadratic order

Published on
#algebraic-number-theory #elliptic-curves #vector-lattices
48
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How to tease out the sampling process of a function on the product of Riesz space and sample space?

Published on
#functional-analysis #probability-theory #measure-theory #stochastic-processes #vector-lattices
85
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Positivity in $C^*$-algebra vs Riesz spaces

Published on
#c-star-algebras #banach-algebras #vector-lattices #positive-matrices #banach-lattices
29
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Necessary condition for a vector space spanned by a single function to be vector lattice

Published on
#real-analysis #vector-lattices
66
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Finding a measure for a pre-integral on a simple vector lattice that is not a Stone vector lattice

Published on
#real-analysis #measure-theory #vector-lattices
222
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Example of non-unique extension of measure for the pre-integral in the Stone-Daniell Theorem

Published on
#real-analysis #measure-theory #vector-lattices
188
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Finite-dimensional vector lattice is a direct sum of one-dimensional vector lattices

Published on
#real-analysis #linear-algebra #topological-vector-spaces #vector-lattices
98
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Discrete subset of $\mathbb{R}^n$

Published on
#group-theory #vector-spaces #vector-lattices
43
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Pre-dual of a lattice is a lattice?

Published on
#functional-analysis #reference-request #vector-lattices #banach-lattices
36
Views

Where do the "classical lattices" come from?

Published on
#integer-lattices #packing-problem #vector-lattices #reductive-groups
25
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Let $E$ be a Riesz space. Show that if $f_n \to f$, then $f_{n_k} \to f$ for every subsequence $(f_{n_k}:k=1,2,\ldots)$ such that $n_1<n_2<\cdots$.

Published on
#solution-verification #vector-lattices
33
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Why are the row space and column space lattices of a boolean matrix inverses of each other?

Published on
#abstract-algebra #boolean-algebra #vector-lattices

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