科言猫
学术研究的AI总结
首页
文献互助
订阅
我的收藏
科研工具
选题分析
论文总结
专利管理
未登录
返回
U
U. Frisch
university of toronto
60
H指数
276
论文数
2.5W
被引数
0
相关解读
订阅
收录论文
15
发表时间
发表时间
IF
被引数
Large-scale multifractality and lack of self-similar decay for Burgers and three-dimensional Navier-Stokes turbulence
汉堡和三维navier-stokes湍流的大规模多重分形和缺乏自相似衰减
JOURNAL OF FLUID MECHANICS
IF
3.9
2025-08-07
0
PRE
AI
Matsumoto, Takeshi; Roy, Dipankar; Khanin, Konstantin; Pandit, Rahul; Frisch, Uriel
分享
收藏
The Cauchy-Lagrange method for 3D-axisymmetric wall-bounded and potentially singular incompressible Euler flows
JOURNAL OF COMPUTATIONAL PHYSICS
IF
3.8
2022-01-01
5
OA
AI
Hertel, Tobias; Besse, Nicolas; Frisch, Uriel
分享
收藏
Unveiling the singular dynamics in the cosmic large-scale structure
MONTHLY NOTICES OF THE ROYAL ASTRONOMICAL SOCIETY
IF
4.8
2021-05-25
12
OA
AI
Rampf, Cornelius; Frisch, Uriel; Hahn, Oliver
分享
收藏
Suppressing thermalization and constructing weak solutions in truncated inviscid equations of hydrodynamics: Lessons from the Burgers equation
PHYSICAL REVIEW RESEARCH
IF
4.2
2020-08-05
15
OA
AI
Murugan, Sugan D.; Frisch, Uriel; Nazarenko, Sergey; Besse, Nicolas; Ray, Samriddhi Sankar
分享
收藏
Geometric formulation of the Cauchy invariants for incompressible Euler flow in flat and curved spaces
JOURNAL OF FLUID MECHANICS
IF
3.9
2017-07-21
44
OA
AI
Besse, Nicolas; Frisch, Uriel
分享
收藏
Shell-crossing in quasi-one-dimensional flow
MONTHLY NOTICES OF THE ROYAL ASTRONOMICAL SOCIETY
IF
4.8
2017-06-26
27
OA
AI
Rampf, Cornelius; Frisch, Uriel
分享
收藏
The Cauchy-Lagrangian method for numerical analysis of Euler flow
欧拉流数值分析的柯西-拉格朗日方法
JOURNAL OF COMPUTATIONAL PHYSICS
IF
3.8
2016-02-01
23
OA
AI
Podvigina, O.; Zheligovsky, V.; Frisch, U.
分享
收藏
How smooth are particle trajectories in a ΛCDM Universe?
MONTHLY NOTICES OF THE ROYAL ASTRONOMICAL SOCIETY
IF
4.8
2015-07-14
33
OA
AI
Rampf, Cornelius; Villone, Barbara; Frisch, Uriel
分享
收藏
The Monge-Ampere equation: Various forms and numerical solution
Monge-ampere方程: 各种形式和数值解
JOURNAL OF COMPUTATIONAL PHYSICS
IF
3.8
2010-07-01
22
OA
AI
Zheligovsky, V.; Podvigina, O.; Frisch, U.
分享
收藏
Does multifractal theory of turbulence have logarithms in the scaling relations?
JOURNAL OF FLUID MECHANICS
IF
3.9
2005-10-25
11
OA
AI
Frisch, U; Afonso, MM; Mazzino, A; Yakhot, V
分享
收藏
Reconstruction of the early Universe as a convex optimization problem
作为凸优化问题的早期宇宙的重建
MONTHLY NOTICES OF THE ROYAL ASTRONOMICAL SOCIETY
IF
4.8
2003-11-19
116
OA
AI
Brenier, Y; Frisch, U; Hénon, M; Loeper, G; Matarrese, S; Mohayaee, R; Sobolevskii, A
分享
收藏
Back to the primordial Universe by a Monge-Ampere-Kantorovich optimization scheme
ASTRONOMY & ASTROPHYSICS
IF
5.8
2003-11-17
23
OA
AI
Mohayaee, R; Frisch, U; Matarrese, S; Sobolevskii, A
分享
收藏
Kicked Burgers turbulence
JOURNAL OF FLUID MECHANICS
IF
3.9
2000-08-10
45
OA
AI
Bec, J; Frisch, U; Khanin, K
分享
收藏
Lagrangian method for multiple correlations in passive scaler advection
PHYSICS OF FLUIDS
IF
4.3
1999-08-01
51
OA
AI
Frisch, U; Mazzino, A; Noullez, A; Vergassola, M
分享
收藏
Transverse velocity increments in turbulent flow using the RELIEF technique
JOURNAL OF FLUID MECHANICS
IF
3.9
1997-05-25
181
PRE
AI
Noullez, A; Wallace, G; Lempert, W; Miles, RB; Frisch, U
分享
收藏
研究方向
暂时未获取到该数据
合作学者
合作期刊
S
S. Matarrese
H 指数: 141 · 论文数: 678
M
Massimo Vergassola
H 指数: 53 · 论文数: 208
O
Oliver Hahn
H 指数: 45 · 论文数: 196
S
Sergey Nazarenko
H 指数: 44 · 论文数: 363
A
Andrea Mazzino
H 指数: 41 · 论文数: 237
查看更多