
Adam Boucher
SENIOR LECTURER 
David Feldman
ASSOCIATE PROFESSOR 
Edward Hinson
ASSOCIATE PROFESSOR 
John McClain III
Senior Lecturer 
Dmitri Nikshych
PROFESSOR 
Mehmet Orhon
SENIOR LECTURER Emeritus 
Junhao Shen
PROFESSOR
Mathematics (B.S.)
Mathematics (B.S.)
What is a Bachelor of Science in mathematics?
This degree program gives students a broad foundation in the traditional, central fields of pure mathematics, such as algebra, analysis and geometry. Core program requirements are complemented by an enticing selection of mathematics electives that let students tailor their programs toward graduate study in mathematics or science or a career in business or industry.
Why study mathematics at UNH?
You’ll work with a diverse faculty of accomplished mathematicians in a department where pure mathematics, applied mathematics, mathematics education and statistics are integrated, giving you exposure to many different facets of knowledge. Our professors have won prestigious honors, including a Grammy Award and a MacArthur “genius” grant. Upperlevel mathematics classes tend to be small, so you’ll enjoy close connections to professors as they delve into the intricacies of advanced ideas. This department has produced many winners of the prestigious Department of Defense SMART Scholarship.
Potential careers
 Computational scientist
 Financial services/actuary
 Mathematician/statistician (government/research/academia)
 Programmer
 Quantitative specialist in business or industry
 Software developer
 Teacher/educator/curriculum supervisor
Contact
Connect with us
This form is only for prospective students who are not already enrolled at UNH. If you are a current UNH student and interested in this program, please reach out to the contact on this page.
Curriculum & Requirements
This program offers the strongest concentration in mathematics, requiring courses that are intended to prepare the student for graduate work in mathematics. Through a judicious choice of electives, students may design stronger pregraduate programs, a program in applied mathematics, or slant the program toward a career in business or industry.
Graduation Requirements
In all courses used to satisfy the requirements for its major programs, the Department of Mathematics and Statistics requires that a student earn a grade of C or better and have an overall gradepoint average of at least 2.00 in these courses.
First Year  

Fall  Credits  
MATH 425  Calculus I  4 
Discovery Course  4  
Discovery Course  4  
Discovery Course  4  
MATH 400  Freshman Seminar  1 
Credits  17  
Spring  
MATH 426  Calculus II  4 
MATH 445 or CS 410P or CS 410C 
Mathematics and Applications with MATLAB or Introduction to Scientific Programming/Python or Introduction to Scientific Programming/C 
4 
ENGL 401  FirstYear Writing  4 
Inquiry Course  4  
Credits  16  
Second Year  
Fall  
MATH 528  Multidimensional Calculus  4 
MATH 539  Introduction to Statistical Analysis  4 
Discovery Course  4  
PHYS 407  General Physics I  4 
Credits  16  
Spring  
MATH 527  Differential Equations with Linear Algebra  4 
MATH 531  Mathematical Proof  4 
Discovery Course  4  
PHYS 408  General Physics II  4 
Credits  16  
Third Year  
Fall  
MATH 545 or MATH 645 
Introduction to Linear Algebra or Linear Algebra for Applications 
4 
MATH 761  Abstract Algebra  4 
MATH Elective Course  4  
Discovery Course  4  
Credits  16  
Spring  
MATH 763  Abstract Algebra II  4 
MATH 767  OneDimensional Real Analysis  4 
MATH Elective Course  4  
Discovery Course  4  
Credits  16  
Fourth Year  
Fall  
MATH 784  Topology  4 
MATH Elective Course  4  
Elective Course  4  
Elective Course  4  
Credits  16  
Spring  
MATH 788  Complex Analysis  4 
MATH Elective Course  4  
Elective Course  4  
Elective Course  4  
Credits  16  
Total Credits  129 
Code  Title  Credits 

Required MATH Courses  
MATH 425  Calculus I  4 
MATH 426  Calculus II  4 
MATH 445  Mathematics and Applications with MATLAB  4 
or CS 410P  Introduction to Scientific Programming/Python  
or CS 410C  Introduction to Scientific Programming/C  
MATH 527  Differential Equations with Linear Algebra ^{1}  4 
MATH 528  Multidimensional Calculus ^{1}  4 
MATH 531  Mathematical Proof  4 
MATH 539  Introduction to Statistical Analysis  4 
MATH 545  Introduction to Linear Algebra ^{1}  4 
or MATH 645  Linear Algebra for Applications  
MATH 761  Abstract Algebra  4 
MATH 763  Abstract Algebra II  4 
MATH 767  OneDimensional Real Analysis  4 
MATH 784  Topology  4 
MATH 788  Complex Analysis  4 
MATH elective, selected in consultation with the academic advisor  4  
Select TWO of the following electives  8  
MATH 760  Geometry  
MATH 765  Introduction to Commutative Algebra and Algebraic Geometry  
MATH 768  Real Analysis II  
MATH 769  Introduction to Differential Geometry  
MATH 770  Foundations of Number Theory  
MATH 772  Combinatorics  
Capstone: Select one of the following  
MATH 797  Senior Seminar  4 
MATH 799  Senior Thesis  2 or 4 
Other Required Courses  
PHYS 407  General Physics I  4 
PHYS 408  General Physics II  4 
Total Credits  7880 
^{1}  MATH 525 Linearity I may be substituted for MATH 645. 
 Students can explain core concepts from a range of different branches of mathematics, including analysis, algebra, calculus and statistics.
 Students can correctly interpret mathematical definitions and construct simple proofs which use definitions and logical arguments to establish properties of mathematical objects.
 Students are aware that mathematical objects may have multiple representations and are able to select representations which clarify problems and simplify calculations.
 Students can recognize valid and invalid mathematical arguments.