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15
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Area of a triangle whose vertices are the only lattice points in it

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#elementary-number-theory #analytic-geometry #triangles #area #integer-lattices
409
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Counting lattice points inside circle

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#complex-analysis #number-theory #analytic-number-theory #integer-lattices
176
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Intersection of a cone in the plane with lattice is finitely generated

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#abstract-algebra #integer-lattices #monoid #convex-cone
25
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Unimodularization of lattice by Kneser

Published on
#lie-algebras #integer-lattices
65
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Path Contains Two Points Whose Coordinates Differ by Integers

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#real-analysis #general-topology #algebraic-topology #covering-spaces #integer-lattices
42
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If two plane lattices scale to contain each other, then are they equal?

Published on
#group-theory #integer-lattices
235
Views

What does it mean to mod a vector by a set of points?

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#abstract-algebra #group-theory #integer-lattices
151
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Prove that the ring of integers contains a non-trivial unit

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#number-theory #algebraic-number-theory #integer-lattices
176
Views

How to decide whether this objective function (with integer variables) is convex or not?

Published on
#optimization #convex-optimization #integer-programming #integer-lattices
370
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Why does the set of integer vectors in the nullspace of $\mathbf{A}$ constitute a lattice?

Published on
#linear-algebra #integer-lattices
91
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How do the competing definitions for lattices relate?

Published on
#lattice-orders #integer-lattices
1k
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What is a coset in a lattice and how many they are?

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#group-theory #integer-lattices
941
Views

Gram-Schmidt Orthogonalization for lattices in matrix form, how it works?

Published on
#linear-algebra #vector-spaces #integer-lattices
109
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How can one efficiently determine whether a given parallelepiped contains an integer vector?

Published on
#linear-algebra #computational-complexity #integer-lattices
66
Views

Do the known Hermite constants hold for complex-valued lattices?

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#number-theory #complex-numbers #integer-lattices #hermite-polynomials

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