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15
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How do you notate a set of neighbouring locations in an integer lattice?

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#linear-algebra #discrete-mathematics #notation #integer-lattices
59
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Rational probabilities and discrete paths on a lattice

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#probability #probability-theory #discrete-mathematics #integers #integer-lattices
90
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A contradictory relation between probability and number of paths

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#probability #combinatorics #probability-theory #integer-lattices #hamiltonian-path
291
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free ultrafilters on $\mathbb{N}$

Published on
#general-topology #set-theory #lattice-orders #filters #integer-lattices
949
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How to prove that two $p$-adic lattices are isomorphic?

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#abstract-algebra #number-theory #quadratic-forms #p-adic-number-theory #integer-lattices
91
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What are the constructible angles and regular/uniform/semiregular/etc polytopes in n-dimensional integer lattices?

Published on
#geometry #euclidean-geometry #integer-lattices
773
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A holomorphic map between complex tori (proposition 1.3.2 in Diamond–Shurman)

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#general-topology #modular-forms #holomorphic-functions #integer-lattices
109
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Calculate the number of nonnegative integer solutions of $ax+by\leq c$.

Published on
#combinatorics #diophantine-equations #ceiling-and-floor-functions #combinatorial-geometry #integer-lattices
59
Views

Is there a higher dimension equivalent of lattices with lines instead of points?

Published on
#geometry #integer-lattices
60
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"Intersection" of quotient groups, modulo $\mathbb{Z}^n$

Published on
#linear-algebra #matrices #group-theory #abelian-groups #integer-lattices
79
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Odd version of 24 squares formula?

Published on
#spheres #integer-lattices
324
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second theorem of Minkowski proof

Published on
#integer-lattices #vector-lattices
90
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King of the Centre - Is this an existing game?

Published on
#game-theory #combinatorial-game-theory #integer-lattices
43
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Enumerating the image of an integer matrix applied to a lattice

Published on
#discrete-mathematics #algorithms #integer-lattices
344
Views

Counting lattice paths which use fixed steps but can end in different places

Published on
#combinatorics #combinations #integer-lattices

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