Suncica Canic

Suncica Canic

University of California, Berkeley

H-index: 40

North America-United States

About Suncica Canic

Suncica Canic, With an exceptional h-index of 40 and a recent h-index of 23 (since 2020), a distinguished researcher at University of California, Berkeley, specializes in the field of Applied Mathematics, Biomedical Engineering.

His recent articles reflect a diverse array of research interests and contributions to the field:

A Bioartificial Organ Scaffold Architecture Design

A Computational Algorithm for Optimal Design of Bioartificial Organ Scaffold Architectures

Well-posedness of solutions to stochastic fluid–structure interaction

Existence of a weak solution to a regularized moving boundary fluid-structure interaction problem with poroelastic media

Geometric optimization of vascular stents modeled as networks of 1D rods

Existence of martingale solutions to a nonlinearly coupled stochastic fluid-structure interaction problem

Fluid-poroviscoelastic structure interaction problem with nonlinear coupling

A stochastically perturbed fluid-structure interaction problem modeled by a stochastic viscous wave equation

Suncica Canic Information

University

Position

Professor of Mathematics

Citations(all)

4878

Citations(since 2020)

1859

Cited By

3868

hIndex(all)

40

hIndex(since 2020)

23

i10Index(all)

83

i10Index(since 2020)

54

Email

University Profile Page

University of California, Berkeley

Google Scholar

View Google Scholar Profile

Suncica Canic Skills & Research Interests

Applied Mathematics

Biomedical Engineering

Top articles of Suncica Canic

Title

Journal

Author(s)

Publication Date

A Bioartificial Organ Scaffold Architecture Design

Martina Bukač

Sunčica Čanić

Boris Muha

2024/1/17

A Computational Algorithm for Optimal Design of Bioartificial Organ Scaffold Architectures

bioRxiv

Martina Bukač

Suncica Canic

Boris Muha

Yifan Wang

2024

Well-posedness of solutions to stochastic fluid–structure interaction

Journal of Mathematical Fluid Mechanics

Jeffrey Kuan

Sunčica Čanić

2024/2

Existence of a weak solution to a regularized moving boundary fluid-structure interaction problem with poroelastic media

Comptes Rendus. Mécanique

Jeffrey Kuan

Sunčica Čanić

Boris Muha

2023

Geometric optimization of vascular stents modeled as networks of 1D rods

Journal of computational physics

Sunčica Čanić

Luka Grubišić

Matko Ljulj

Marcel Maretić

Josip Tambača

2023/12/1

Existence of martingale solutions to a nonlinearly coupled stochastic fluid-structure interaction problem

arXiv preprint arXiv:2310.03961

Krutika Tawri

Suncica Canic

2023/10/6

Fluid-poroviscoelastic structure interaction problem with nonlinear coupling

arXiv preprint arXiv:2307.16158

Jeffrey Kuan

Sunčica Čanić

Boris Muha

2023/7/30

A stochastically perturbed fluid-structure interaction problem modeled by a stochastic viscous wave equation

Journal of Differential Equations

Jeffrey Kuan

Sunčica Čanić

2022/2/15

Probabilistic global well-posedness for a viscous nonlinear wave equation modeling fluid–structure interaction

Applicable Analysis

Jeffrey Kuan

Tadahiro Oh

Sunčica Čanić

2022/8/13

Mathematical and Computational Modeling of Poroelastic Cell Scaffolds Used in the Design of an Implantable Bioartificial Pancreas

Fluids

Yifan Wang

Sunčica Čanić

Martina Bukač

Charles Blaha

Shuvo Roy

2022/7/1

A stochastic fluid-structure interaction problem describing Stokes flow interacting with a membrane

Málaga

Jeffrey Kuan

Suncica Canic

2022/6/20

Optimal design of vascular stents using a network of 1D slender curved rods

Computer methods in applied mechanics and engineering

Sunčica Čanić

Luka Grubišić

Domagoj Lacmanović

Matko Ljulj

Josip Tambača

2022/5/1

Moving boundary problems

Bulletin of the American Mathematical Society

Sunčica Čanić

2021/1

Deterministic ill-posedness and probabilistic well-posedness of the viscous nonlinear wave equation describing fluid-structure interaction

Transactions of the American Mathematical Society

Jeffrey Kuan

Sunčica Čanić

2021/8

A next-generation mathematical model for drug-eluting stents

SIAM Journal on Applied Mathematics

Sunčica Čanić

Yifan Wang

Martina Bukac

2021

A partitioned numerical scheme for fluid–structure interaction with slip

Mathematical Modelling of Natural Phenomena

Martina Bukač

Sunčica Čanić

2021

Multilayered poroelasticity interacting with Stokes flow

SIAM Journal of Mathematical Analysis

Lorena Bociu

Sunčica Čanić

Boris Muha

Justin T Webster

2021

Progress in mathematical fluid dynamics

Lecture Notes in Mathematics. Fondazione CIME/CIME Foundation Subseries

Tristan Buckmaster

Sunčica Čanić

Peter Constantin

Alexander A Kiselev

2020

Fluid-structure interaction with incompressible fluids

Progress in Mathematical Fluid Dynamics: Cetraro, Italy 2019

Tristan Buckmaster

Sunčica Čanić

Peter Constantin

Alexander A Kiselev

Sunčica Čanić

2020

Analysis of a 3D nonlinear, moving boundary problem describing fluid-mesh-shell interaction

Transactions of the American mathematical society

Sunčica Čanić

Marija Galić

Boris Muha

2020/9

See List of Professors in Suncica Canic University(University of California, Berkeley)