Sanda Micula

About Sanda Micula

Sanda Micula, With an exceptional h-index of 11 and a recent h-index of 10 (since 2020), a distinguished researcher at Universitatea Babes-Bolyai, specializes in the field of Applied Mathematics, Numerical methods for integral equations and related problems, Statistics and its applications.

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

Iterative numerical methods for a fredholm–hammerstein integral equation with modified argument

Numerical solution of two-dimensional Hammerstein integral equations via quadratic spline collocation

Iterative Processes and Integral Equations of the Second Kind

Fast and accurate numerical algorithm with performance assessment for nonlinear functional Volterra equations

Natural convection in a porous square cavity filled with a nanofluid: A numerical study using spline functions

Application of transcendental Bernstein polynomials for solving two-dimensional fractional optimal control problems

Recent Progress in Studies of Stability of Numerical Schemes

A novel algorithm to solve nonlinear fractional quadratic integral equations

Sanda Micula Information

University

Position

Associate Professor of Mathematics PhD. Habil.

Citations(all)

551

Citations(since 2020)

305

Cited By

302

hIndex(all)

11

hIndex(since 2020)

10

i10Index(all)

14

i10Index(since 2020)

10

Email

University Profile Page

Google Scholar

Sanda Micula Skills & Research Interests

Applied Mathematics

Numerical methods for integral equations and related problems

Statistics and its applications

Top articles of Sanda Micula

Title

Journal

Author(s)

Publication Date

Iterative numerical methods for a fredholm–hammerstein integral equation with modified argument

Symmetry

Sanda Micula

2023

Numerical solution of two-dimensional Hammerstein integral equations via quadratic spline collocation

Numerical Algorithms

Sanda Micula

2023/7

Iterative Processes and Integral Equations of the Second Kind

Sanda Micula

Gradimir V Milovanović

2023/5/30

Fast and accurate numerical algorithm with performance assessment for nonlinear functional Volterra equations

Fractal and Fractional

Chinedu Nwaigwe

Sanda Micula

2023/4/17

Natural convection in a porous square cavity filled with a nanofluid: A numerical study using spline functions

Journal of Thermal Analysis and Calorimetry

Sanda Micula

Teodor Groșan

Ioan Pop

2022/6

Application of transcendental Bernstein polynomials for solving two-dimensional fractional optimal control problems

Complexity

Fateme Ghomanjani

Samad Noeiaghdam

Sanda Micula

2022/4/22

Recent Progress in Studies of Stability of Numerical Schemes

Taras I Lakoba

Sanda Micula

2022/12/19

A novel algorithm to solve nonlinear fractional quadratic integral equations

AIMS Mathematics

Younes Talaei

Sanda Micula

Hasan Hosseinzadeh

Samad Noeiaghdam

2022

Ulam–Hyers Stability via Fixed Point Results for Special Contractions in b-Metric Spaces

Symmetry

Monica-Felicia Bota

Sanda Micula

2022/11/20

Convergence and Stability of a Split-Step Exponential Scheme Based on the Milstein Methods

Symmetry

Leila Torkzadeh

Hassan Ranjbar

Sanda Micula

Kazem Nouri

2022/11/15

A Collocation Method for Mixed Volterra–Fredholm Integral Equations of the Hammerstein Type

Mathematics

Sanda Micula

2022/8/23

Free convection inside a porous square cavity with convective boundary condition using spline functions

Boundary Value Problems

Sanda Micula

Ioan Pop

2021/6/16

A novel technique to control the accuracy of a nonlinear fractional order model of COVID-19: application of the CESTAC method and the CADNA library

Mathematics

Samad Noeiaghdam

Sanda Micula

Juan J Nieto

2021/6/8

Dynamical Strategy to Control the Accuracy of the Nonlinear Bio-mathematical Model of Malaria Infection

Mathematics

Samad Noeiaghdam

Sanda Micula

2021/5/2

Numerical results for the classical free convection flow problem in a square porous cavity using spline functions

International Journal of Numerical Methods for Heat & Fluid Flow

Sanda Micula

Ioan Pop

2021/3/10

A novel method for solving second kind Volterra integral equations with discontinuous kernel

Mathematics

Samad Noeiaghdam

Sanda Micula

2021/9/5

A numerical method for two-dimensional Hammerstein integral equations

Stud. Univ. Babeş-Bolyai Math.

Sanda Micula

2021

Numerical solution of two-dimensional Fredholm–Volterra integral equations of the second kind

Symmetry

Sanda Micula

2021/7/23

A numerical method for weakly singular nonlinear Volterra integral equations of the second kind

Symmetry

Sanda Micula

2020/11/12

See List of Professors in Sanda Micula University(Universitatea Babes-Bolyai)

Co-Authors

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