|
3,070 |
Examples of well-behaved Beurling number systems
Frederik Broucke |
|
3,067 |
First Nation Leadership in Clean Energy and Climate Action
Judith Sayers |
|
3,067 |
Simulating Long-Distance Wind Farm Wake Propagation Using Numerical...
Mike Optis |
|
3,065 |
Essential normality of Bergman modules on egg domains
Mohammad Jabbari |
|
3,065 |
A simple stochastic model for cell population dynamics in colonic crypts
Konstantinos Mamis |
|
3,064 |
The Shanks–Rényi prime number race problem
Youness Lamzouri |
|
3,062 |
Feelling Fundamental Principles of Bacterial Cell Physiology using Long...
Haig Alexander Eskandarian |
|
3,061 |
Fractional T1 Relaxation from Magnetization Transfer in Wood:...
Luke Reynolds |
|
3,060 |
Moments of higher derivatives related to Dirichlet L-functions
Samprit Ghosh |
|
3,057 |
Spaces of geodesic triangulations of surfaces
Yanwen Luo |
|
3,057 |
Spaces of geodesic triangulations of surfaces
SFU |
|
3,056 |
Random walks and branching random walks: old and new perspectives -...
Perla Sousi |
|
3,051 |
Fluctuations in the distribution of Frobenius automorphisms in number...
Florent Jouve |
|
3,050 |
Statistics of the Mulitiplicative Groups
Greg Martin |
|
3,047 |
Number theory versus random matrix theory: the joint moments story
Andrew Pearce-Crump |
|
3,046 |
Solving clustering problems via new swarm intelligent algorithms
Vardan Narula |
|
3,044 |
A Mertens function analogue for the Rankin–Selberg L-function
Amrinder Kaur |
|
3,040 |
An explicit construction of a rank 2 vector bundle on projective 3-space
William Hornslien |
|
3,032 |
Filtrations, Mild groups and Arithmetic in an Equivariant context
Oussama R. Hamza |
|
3,020 |
Random matrix theory of high-dimensional optimization - Lecture 12
Elliot Paquette |
|
3,018 |
A construction of Bowen-Margulis measure (Pre-Talk)
Pouya Honaryar |
|
3,013 |
Optimal transport in statistics and Pitman efficient multivariate...
Nabarun Deb, UBC |
|
3,013 |
Quaternion algebras for surgeries on knots
Nicholas Rouse |
|
3,013 |
Probabilistic techniques in number theory - Lecture 1
Emma Bailey |
|
3,000 |
Actomyosin cables by mechanical self-organization
Mingfeng Qiu |