User profiles for Daniel Keliher

Daniel Keliher

University of Georgia, Department of Mathematics
Verified email at uga.edu
Cited by 874

Genomic correlates of response to immune checkpoint blockade in microsatellite-stable solid tumors

…, SM Wankowicz, D Adeegbe, D Keliher… - Nature …, 2018 - nature.com
Tumor mutational burden correlates with response to immune checkpoint blockade in
multiple solid tumors, although in microsatellite-stable tumors this association is of uncertain …

[HTML][HTML] Immunogenomic analyses associate immunological alterations with mismatch repair defects in prostate cancer

…, A Sharp, I Figueiredo, D Keliher… - The Journal of …, 2018 - Am Soc Clin Investig
BACKGROUND. Understanding the integrated immunogenomic landscape of advanced
prostate cancer (APC) could impact stratified treatment selection. METHODS. Defective …

[HTML][HTML] Mutational patterns in chemotherapy resistant muscle-invasive bladder cancer

D Liu, P Abbosh, D Keliher, B Reardon, D Miao… - Nature …, 2017 - nature.com
Despite continued widespread use, the genomic effects of cisplatin-based chemotherapy
and implications for subsequent treatment are incompletely characterized. Here, we analyze …

[HTML][HTML] Integrating molecular profiles into clinical frameworks through the molecular oncology almanac to prospectively guide precision oncology

…, A Imamovic, SC Kamran, T Keenan, D Keliher… - Nature cancer, 2021 - nature.com
Tumor molecular profiling of single gene-variant (‘first-order’) genomic alterations informs
potential therapeutic approaches. Interactions between such first-order events and global …

Rank growth of elliptic curves in and quartic extensions of the rationals

D Keliher - arXiv preprint arXiv:2208.09497, 2022 - arxiv.org
We investigate the rank growth of elliptic curves from $\mathbb{Q}$ to $S_4$ and $A_4$
quartic extensions $K/\mathbb{Q}$. In particular, we are interested in the quantity $\mathrm{rk}(…

Mertens' theorem for Chebotarev sets

S Arango-Piñeros, D Keliher, C Keyes - International Journal of …, 2022 - World Scientific
We generalize Mertens’ product theorem to Chebotarev sets of prime ideals in Galois
extensions of number fields. Using work of Rosen, we extend an argument of Williams from …

Optimal transport for some symmetric, multidimensional integer partitions

DO Adu, D Keliher - Discrete Applied Mathematics, 2024 - Elsevier
A result of Hohloch links the theory of integer partitions with the Monge formulation of the
optimal transport problem, giving the optimal transport map between (Young diagrams of) …

Comparing the density of 𝐷₄ and 𝑆₄ quartic extensions of number fields

M Friedrichsen, D Keliher - Proceedings of the American Mathematical …, 2021 - ams.org
When ordered by discriminant, it is known that about 83% of quartic fields over $\mathbb {Q}
$ have associated Galois group $ S_4 $, while the remaining 17% have Galois group $ D_4 …

Exceptional biases in counting primes over function fields

A Bailleul, L Devin, D Keliher… - Journal of the London …, 2024 - Wiley Online Library
We study how often exceptional configurations of irreducible polynomials over finite fields
occur in the context of prime number races and Chebyshev's bias. In particular, we show that …

On the constants in Mertens' theorems for primes in arithmetic progressions

D Keliher, ES Lee - arXiv preprint arXiv:2306.09981, 2023 - arxiv.org
A 1976 result from Norton may be used to give an asymptotic (but not explicit) description of
the constant in Mertens' second theorem for primes in arithmetic progressions. Assuming the …