Areeba Ikram

Lecturer Doc Sch

Weissman School of Arts and Sciences

Department: Mathematics

Areas of expertise:

Email Address: areeba.ikram@baruch.cuny.edu

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Education

Ph.D., Mathematics, University of Nebraska - Lincoln Lincoln NE

M.S., Mathematics, University of Nebraska - Lincoln Lincoln NE

B.S., Mathematics, University of Texas - Austin Austin TX

SemesterCourse PrefixCourse NumberCourse Name
Spring 2025MTH3300Algorithms/Comp Prog
Spring 2025MTH4000Bridge to Higher Mathematics
Spring 2025MTH4299Pointer-Based Data
Spring 2025MTH4300Algorithms, Computers and Prog
Fall 2024MTH4350Computer Architecture
Fall 2024MTH3300Algorithms/Comp Prog
Fall 2024MTH4350Computer Architecture
Spring 2024MTH4299Pointer-Based Data
Spring 2024MTH4300Algorithms, Computers and Prog
Spring 2024MTH3300Algorithms/Comp Prog
Spring 2024MTH4000Bridge to Higher Mathematics
Fall 2023MTH3300Algorithms/Comp Prog
Fall 2023MTH4350Computer Architecture
Fall 2023MTH3300Algorithms/Comp Prog
Spring 2023MTH2205Precal and Elements of Cal 1B
Spring 2023MTH4000Bridge to Higher Mathematics
Spring 2023MTH3300Algorithms/Comp Prog
Fall 2022MTH3300Algorithms/Comp Prog
Fall 2022MTH4300Algorithms, Computers and Prog
Fall 2022MTH3300Algorithms/Comp Prog
Spring 2022MTH4125Intro to Stochastic Processes
Spring 2022MTH4000Bridge to Higher Mathematics
Spring 2022MTH3300Algorithms/Comp Prog
Fall 2021MTH4100Linear Alg & Matrix Methods
Fall 2021MTH3300Algorithms/Comp Prog
Fall 2021MTH3300Algorithms/Comp Prog
Spring 2021MTH3300Algorithms/Comp Prog
Spring 2021MTH3050Calculus III and Vector Calcul
Spring 2021MTH3035Vector Calculus
Spring 2021MTH2205Precal and Elements of Cal 1B
Fall 2020MTH2610Calculus I
Fall 2020MTH3010Calculus II
Fall 2020MTH2610Calculus I

Journal Articles

Ahrendt, K., Ikram, A., & MARCHITTO, R. STURM–LIOUVILLE AND BOUNDARY VALUE PROBLEMS IN NABLA DISCRETE FRACTIONAL CALCULUS. Fractional Differential Calculus,

Research Currently in Progess

Ikram, A., Blyschak, D., Jones, C., & Ahrendt, K.(n.d.). Coupled Solutions to a Discrete Nabla Caputo Fractional Boundary Value Problem. In Progress.

Department

Committee NamePosition RoleStart DateEnd Date
Final Exam CommitteeCommittee Member1/1/202012/31/2021

College

Committee NamePosition RoleStart DateEnd Date
Final Exam CommitteeCommittee MemberPresent
Computer Science CommitteeCommittee MemberPresent
Lecturer Hiring CommitteeCommittee MemberPresent