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¸£Àû±ÆÕ¾ Catalog 2023-2024

Mathematics (BS)

This is an archived copy of the 2023-2024 catalog. To access the most recent version of the catalog, please visit .

To see more about what you will learn in this program, visit the !

The bachelor of science in mathematics is our most flexible curriculum. The mathematics and science requirements in the program along with the General Education Program in the humanities and social sciences ensure that graduates receive a broad education with a technical slant. At the same time, the large number of elective choices within the program makes it an appropriate curriculum for students with a variety of interests and career goals.

Undergraduate research opportunities include:

  • Budapest Semester in MathematicsÌý
  • Society for Undergraduate MathematicsÌý
  • NC State Research Experiences for Undergraduates in MathematicsÌý
  • The Mathematical Biology Research Training GroupÌý
  • SUM Club

For more information about this program visit our .

Contact

Department of Mathematics
North Carolina State ¸£Àû±ÆÕ¾
Campus Box 8205
Raleigh, NC 27695

Dr. Alina Duca
Teaching Professor and Director of Undergraduate Programs in Mathematics
SAS Hall 2108B
919.515.1875
anduca@ncsu.edu

Plan Requirements

Orientation
°ä°¿³§Ìý100Science of Change1
´Ç°ùÌý·¡Ìý115 Introduction to Computing Environments
Advanced Writing
Select one of the following Advanced Writing courses:3
Communication for Engineering and Technology
Communication for Business and Management
Communication for Science and Research
·¡±·³ÒÌý101Academic Writing and Research 14
Basic Mathematics
²Ñ´¡Ìý141Calculus I 14
²Ñ´¡Ìý241Calculus II 14
²Ñ´¡Ìý242Calculus III 14
²Ñ´¡Ìý225Foundations of Advanced Mathematics 13
²Ñ´¡Ìý341Applied Differential Equations I 13
Basic Sciences
Choose one set of courses: 14
Chemistry - A Molecular Science
and General Chemistry Laboratory
General Chemistry I for Students in Chemical Sciences
and General Chemistry Laboratory I for Students in Chemical Sciences
Select one of the following Physics courses: 14
¸£Àû±ÆÕ¾ Physics I
Physics for Engineers and Scientists I
and Physics for Engineers and Scientists I Laboratory
Basic Science Elective 14
Select one of the following Statistics courses: 13
Probability and Statistics for Engineers
Introduction to Statistical Inference and Regression
³§°ÕÌý380
Introduction to Mathematical Statistics I
Introduction to Mathematical Statistics II
Select one of the following Introduction to Programming courses: 13
Introduction to Computing-FORTRAN
Introduction to Computing - MATLAB
Introduction to Computing - Java
Introduction to Scientific Programming (Math)
Introduction to Scientific Computing
Advanced Mathematics
²Ñ´¡Ìý405Introduction to Linear Algebra 13
²Ñ´¡Ìý407Introduction to Modern Algebra for Mathematics Majors 13
²Ñ´¡Ìý425Mathematical Analysis I 13
Math Electives 118
Major Paper Co-Requirement (Verify Requirement)
In-Dept Co-Requirement (Verify Requirement) 2
Major Electives
Science/Engineering/Business/Statistics Electives12
The preferred statistics sequence is ST 380 with ²Ñ´¡Ìý421. Alternatives include ³§°ÕÌý370 with ²Ñ´¡Ìý421, or STS 371 with STS 372, or ³§°ÕÌý421 with ³§°ÕÌý422, or ²Ñ´¡Ìý421 with ³§°ÕÌý422. If ³§°ÕÌý370 or ST 380 is taken, ²Ñ´¡Ìý421 will be an advanced mathematics elective. If ³§°ÕÌý371/372 is taken, ³§°ÕÌý371 will be a Science/Engineering/Bus/Stat. elective. If ²Ñ´¡Ìý421 is taken as any advanced math elective then ³§°ÕÌý422 will satisfy the ST requirement.
Science/Engineering/Business/Statistics courses must be selected from the following: BIO/ZO 160, BIO 18*, BIO 200>, CE ***, CH ***, ECE ***, ·¡°ä±õÌý305, ·¡°ä±õÌý416, ·¡²Ñ³§Ìý470, ·¡²Ñ³§Ìý480, GN ***, ISE ***, MAE ***, MB ***, MEA ***, NE ***, NTR ***, OR ***, PY 300>, PB ***, ZO ***, ACC ***, BUS ***, EC ***, CSC ***, ST 300> (except not the courses °ä±áÌý100, °ä±áÌý111, CSC 100, CSC 200, ³§°ÕÌý311, or ST 361) Note: Business courses are restricted to BUS majors/minor.
GEP Courses
GEP Humanities6
GEP Social Sciences6
GEP Health and Exercise Studies2
GEP US Diversity, Equity, and Inclusion3
GEP Interdisciplinary Perspectives5
GEP Global Knowledge (verify requirement)
Foreign Language Proficiency (verify requirement)
Free Electives
Free Electives (12 Hr S/U Lmt) 215
Total Hours120
1

A grade of C- or higher is required.

2

Students should consult their academic advisors to determine which courses fill this requirement.

Basic Science Electives

µþ±õ°¿Ìý181Introductory Biology: Ecology, Evolution, and Biodiversity4
µþ±õ°¿Ìý183Introductory Biology: Cellular and Molecular Biology4
°ä±áÌý201
&²¹³¾±è;Ìý°ä±áÌý202
Chemistry - A Quantitative Science
and Quantitative Chemistry Laboratory
4
±Ê³ÛÌý202¸£Àû±ÆÕ¾ Physics II4
±Ê³ÛÌý208
&²¹³¾±è;Ìý±Ê³ÛÌý209
Physics for Engineers and Scientists II
and Physics for Engineers and Scientists II Laboratory
4

ÌýMath Electives

LOGÌý335Symbolic Logic3
MAÌý325Introduction to Applied Mathematics3
MAÌý335Symbolic Logic3
²Ñ´¡Ìý341Applied Differential Equations I3
MAÌý351Introduction to Discrete Mathematical Models3
BMAÌý573Mathematical Modeling of Physical and Biological Processes I3
BMAÌý574Mathematical Modeling of Physical and Biological Processes II3
CSCÌý416Introduction to Combinatorics3
CSCÌý427Introduction to Numerical Analysis I3
CSCÌý428Introduction to Numerical Analysis II3
CSCÌý565Graph Theory3
CSCÌý580Numerical Analysis I3
CSCÌý583Introduction to Parallel Computing3
EÌý531Dynamic Systems and Multivariable Control I3
ECGÌý528Options and Derivatives Pricing3
FIMÌý528Options and Derivatives Pricing3
FIMÌý548Monte Carlo Methods for Financial Math3
FIMÌý549Financial Risk Analysis3
ISEÌý505Linear Programming3
MAÌý401Applied Differential Equations II3
MAÌý402Mathematics of Scientific Computing3
MAÌý408Foundations of Euclidean Geometry3
MAÌý410Theory of Numbers3
MAÌý412Long-Term Actuarial Models3
MAÌý413Short-Term Actuarial Models3
MAÌý416Introduction to Combinatorics3
²Ñ´¡Ìý421Introduction to Probability3
MAÌý426Mathematical Analysis II3
MAÌý427Introduction to Numerical Analysis I3
MAÌý428Introduction to Numerical Analysis II3
MAÌý430Mathematical Models in the Physical Sciences3
MAÌý432Mathematical Models in Life Sciences3
MAÌý437Applications of Algebra3
MAÌý4403
MAÌý444Problem Solving Strategies for Competitions1
MAÌý450Methods of Applied Mathematics I3
MAÌý451Methods of Applied Mathematics II3
MAÌý491Reading in Honors Mathematics1-6
MAÌý493Special Topics in Mathematics1-6
MAÌý499Independent Research in Mathematics1-6
MAÌý501Advanced Mathematics for Engineers and Scientists I3
MAÌý502Advanced Mathematics for Engineers and Scientists II3
MAÌý504Introduction to Mathematical Programming3
MAÌý505Linear Programming3
MAÌý509Survey of Abstract Algebra3
MAÌý5123
MAÌý513Introduction To Complex Variables3
MAÌý515Analysis I3
MAÌý518Geometry of Curves and Surfaces3
MAÌý520Linear Algebra3
MAÌý521Abstract Algebra I3
MAÌý522Computer Algebra3
MAÌý523Linear Transformations and Matrix Theory3
MAÌý524Combinatorics I3
MAÌý526Mathematical Analysis II3
MAÌý528Options and Derivatives Pricing3
MAÌý531Dynamic Systems and Multivariable Control I3
MAÌý532Ordinary Differential Equations I3
MAÌý534Introduction To Partial Differential Equations3
MAÌý537Nonlinear Dynamics and Chaos3
MAÌý540Uncertainty Quantification for Physical and Biological Models3
MAÌý544Computer Experiments In Mathematical Probability3
MAÌý546Probability and Stochastic Processes I3
MAÌý547Stochastic Calculus for Finance3
MAÌý548Monte Carlo Methods for Financial Math3
MAÌý549Financial Risk Analysis3
MAÌý551Introduction to Topology3
MAÌý555Introduction to Manifold Theory3
MAÌý561Set Theory and Foundations Of Mathematics3
MAÌý565Graph Theory3
MAÌý573Mathematical Modeling of Physical and Biological Processes I3
MAÌý574Mathematical Modeling of Physical and Biological Processes II3
MAÌý580Numerical Analysis I3
MAÌý583Introduction to Parallel Computing3
MAÌý584Numerical Solution of Partial Differential Equations--Finite Difference Methods3
MAÌý587Numerical Solution of Partial Differential Equations--Finite Element Method3
MAÌý591Special Topics1-6
MBAÌý528Options and Derivatives Pricing3
ORÌý504Introduction to Mathematical Programming3
ORÌý505Linear Programming3
ORÌý531Dynamic Systems and Multivariable Control I3
ORÌý565Graph Theory3
STÌý412Long-Term Actuarial Models3
STÌý413Short-Term Actuarial Models3
STÌý546Probability and Stochastic Processes I3

Major Paper Co-Requirement (Verify Requirement)

BMAÌý573Mathematical Modeling of Physical and Biological Processes I3
BMAÌý574Mathematical Modeling of Physical and Biological Processes II3
CSCÌý427Introduction to Numerical Analysis I3
CSCÌý428Introduction to Numerical Analysis II3
MAÌý402Mathematics of Scientific Computing3
MAÌý427Introduction to Numerical Analysis I3
MAÌý428Introduction to Numerical Analysis II3
MAÌý432Mathematical Models in Life Sciences3
MAÌý437Applications of Algebra3
MAÌý491Reading in Honors Mathematics1-6
MAÌý494Major Paper in Math1
MAÌý544Computer Experiments In Mathematical Probability3
MAÌý573Mathematical Modeling of Physical and Biological Processes I3
MAÌý574Mathematical Modeling of Physical and Biological Processes II3

Semester Sequence

This is a sample.

Plan of Study Grid
First Year
Fall SemesterHours
²Ñ´¡Ìý141 Calculus I 1,2 4
°ä±áÌý101 Chemistry - A Molecular Science 3
°ä±áÌý102 General Chemistry Laboratory 1
·¡±·³ÒÌý101 Academic Writing and Research 4
°ä°¿³§Ìý100 Science of Change 2
GEP Requirement 3
ÌýHours17
Spring Semester
²Ñ´¡Ìý241 Calculus II 1,2 4
±Ê³ÛÌý205 Physics for Engineers and Scientists I 3 3
±Ê³ÛÌý206 Physics for Engineers and Scientists I Laboratory 3 1
Introduction to Programming Elective 3 3
GEP Health and Exercise Studies 1
GEP Requirement 3
ÌýHours15
Second Year
Fall Semester
²Ñ´¡Ìý242 Calculus III 1,2 4
²Ñ´¡Ìý225 Foundations of Advanced Mathematics 1,2 3
±Ê³ÛÌý208 Physics for Engineers and Scientists II 3 3
±Ê³ÛÌý209 Physics for Engineers and Scientists II Laboratory 3 1
GEP Health and Exercise Studies 1
³§°ÕÌý380 3 3
ÌýHours15
Spring Semester
²Ñ´¡Ìý341 Applied Differential Equations I 1,2 3
²Ñ´¡Ìý405 Introduction to Linear Algebra 2 3
²Ñ´¡Ìý421 Introduction to Probability 2 3
Free Elective 2
GEP Requirement 3
ÌýHours14
Third Year
Fall Semester
²Ñ´¡Ìý407 Introduction to Modern Algebra for Mathematics Majors 2 3
Advanced Mathematics Elective 2 3
Science/Engineering/ Business/Statistics Elective 3
Advanced Writing Elective 3
GEP Requirement 3
ÌýHours15
Spring Semester
²Ñ´¡Ìý425 Mathematical Analysis I 2 3
MAÌý325 Introduction to Applied Mathematics 2 3
Science/Engineering/ Business/Statistics Elective 3
Free Elective 3
GEP Requirement 3
ÌýHours15
Fourth Year
Fall Semester
Select one of the following: 2 3
Mathematical Analysis II
Advanced Mathematics Elective 2 3
Science/Engineering/ Business/Statistics Elective 3
Free Elective 3
GEP Interdisciplinary Perspectives 3
ÌýHours15
Spring Semester
Advanced Mathematics Elective1 2 3
Science/Engineering/ Business/Statistics Elective 3
Free Electives 6
GEP Interdisciplinary Perspectives 2
ÌýHours14
ÌýTotal Hours120
1

A grade of C- or higher is required.

2

At most one grade below a C- is permitted in Advanced Mathematics courses. No grades below a C- are permitted in Basic Mathematics courses.

3

At least one grade below a C- is permitted in °ä±áÌý101 Chemistry - A Molecular Science, °ä±áÌý102 General Chemistry Laboratory, the two courses satisfying the physics requirement, and the course satisfying the statistics requirement.