Publications associées à Cross-Intersecting Families of Vectors

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Moments of the number of points in a bounded set for number field lattices

Maryna Viazovska, Vlad Serban, Nihar Prakash Gargava

We examine the moments of the number of lattice points in a fixed ball of volume

V

for lattices in Euclidean space which are modules over the ring of integers of a number field

K

. In particular, denoting by

ω_K

the number of roots of unity in

K

, we ...

arXiv2023

Cross-Intersecting Families of Vectors

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Additive and geometric transversality of fractal sets in the integers

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Moments of the number of points in a bounded set for number field lattices

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Get the Best of Both Worlds: Improving Accuracy and Transferability by Grassmann Class Representation

ON THE INDEPENDENCE NUMBER OF INTERSECTION GRAPHS OF AXIS-PARALLEL SEGMENTS

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On the Use of the Generalized Littlewood Theorem Concerning Integrals of the Logarithm of Analytical Functions for the Calculation of Infinite Sums and the Analysis of Zeroes of Analytical Functions

Fourier non-uniqueness sets from totally real number fields

Additive and geometric transversality of fractal sets in the integers

The Domestic Turn: Politics of Education from New College to The Palazzo Della Sapienza

Moments of the number of points in a bounded set for number field lattices

Generative power of a protein language model trained on multiple sequence alignments

ON THE INDEPENDENCE NUMBER OF INTERSECTION GRAPHS OF AXIS-PARALLEL SEGMENTS

On the Use of the Generalized Littlewood Theorem Concerning Integrals of the Logarithm of Analytical Functions for the Calculation of Infinite Sums and the Analysis of Zeroes of Analytical Functions

Fourier non-uniqueness sets from totally real number fields

Overflow-free compute memories for edge AI acceleration

Diversity of radial spin textures in chiral materials

Get the Best of Both Worlds: Improving Accuracy and Transferability by Grassmann Class Representation