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Norwegian mathematician

According to Wikipedia, Nina Holden is a Norwegian mathematician interested in probability theory and stochastic processes, including graphons, random planar maps, the Schramm–Loewner evolution, and their applications to quantum gravity. She is a Junior Fellow at the Institute for Theoretical Studies at ETH Zurich, and has an accepted a position as an associate professor at the Courant Institute of Mathematical Sciences of New York University beginning in 2021.

- Sparse Exchangeable Graphs and Their Limits via Graphon Processes (2017) (76)
- Subpolynomial trace reconstruction for random strings and arbitrary deletion probability (2018) (52)
- Lower bounds for trace reconstruction (2018) (34)
- Mating of trees for random planar maps and Liouville quantum gravity: a survey (2019) (33)
- A mating-of-trees approach for graph distances in random planar maps (2017) (33)
- Percolation on Triangulations, and a Bijective Path to Liouville Quantum Gravity (2019) (30)
- A distance exponent for Liouville quantum gravity (2016) (30)
- An almost sure KPZ relation for SLE and Brownian motion (2015) (29)
- Convergence of uniform triangulations under the Cardy embedding (2019) (26)
- Joint scaling limit of a bipolar-oriented triangulation and its dual in the peanosphere sense (2016) (24)
- Trace reconstruction with varying deletion probabilities (2018) (24)
- Liouville Quantum Gravity with Matter Central Charge in (1, 25): A Probabilistic Approach (2019) (19)
- Brownian motion correlation in the peanosphere for κ > 8 (2016) (19)
- SLE as a Mating of Trees in Euclidean Geometry (2016) (19)
- Brownian motion correlation in the peanosphere for $\kappa > 8$ (2015) (17)
- Natural parametrization of percolation interface and pivotal points (2022) (11)
- Gravitational allocation on the sphere (2018) (10)
- Joint scaling limit of site percolation on random triangulations in the metric and peanosphere sense (2021) (9)
- Communication cost of consensus for nodes with limited memory (2020) (8)
- Gravitational allocation for uniform points on the sphere (2017) (7)
- Minkowski content of Brownian cut points (2022) (7)
- Liouville dynamical percolation (2019) (7)
- Scaling limit of large triangulations of polygons (2019) (6)
- Scaling limits of the Schelling model (2019) (5)
- Dimension transformation formula for conformal maps into the complement of an SLE curve (2019) (5)
- Negative moments for Gaussian multiplicative chaos on fractal sets (2018) (5)
- Conformal welding for critical Liouville quantum gravity (2021) (4)
- Conformal welding of quantum disks (2020) (4)
- Scaling limit of triangulations of polygons (2020) (3)
- A note on discontinuous rate functions for the gate variables in mathematical models of cardiac cells (2010) (3)
- Integrability of SLE via conformal welding of random surfaces (2021) (2)
- Portfolio optimization in a jump-diffusion market with durability and local substitution: A penalty approximation of a singular control problem (2010) (1)
- Extending the Lin-Kernighan algorithm to improve solutions to VRPs with Time Windows (2009) (1)
- Mating of trees for critical Liouville quantum gravity (2021) (1)
- How round are the complementary components of planar Brownian motion? (2019) (1)
- Schramm-Loewner evolution and imaginary geometry 1 (2020) (0)
- Spécialité Informatique Maps : At the interface between Combinatorics and Probability (0)
- Schramm-Loewner evolution and imaginary geometry 3 (2020) (0)
- Find a new segment for Jotun within protective and deco paints, and develop an entry strategy for that segment (2012) (0)
- Schramm-Loewner evolution and imaginary geometry 2 (2020) (0)

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