Mark Kozek

Assistant Professor

Department of Mathematics

Whittier College

Whittier, CA 90608-0634

 

Contact Info:

E-mail: mkozek {A_T} whittier.edu

Telephone: (562) 907-4200 ext. 4441

FAX: (562) 464-4514

Office: Stauffer (Science) 108-B

 


Research:

Fibonacci/Lucas numbers that are also Sierpinski/Riesel numbers. Goldbach’s conjecture for monic polynomials. Applications of coverings of the integers. Composite numbers that remain composite after any substitution (ditto for insertion) of a digit. Sierpinski and Riesel numbers that “likely” do not arise from coverings. Numbers of the form: kr2n+1, kr2n-1, and kr-2n. Factorization of x2+x.


Publications:

§  Composites that remain composite after changing a digit (with Michael Filaseta, Charles Nicol and John Selfridge), J. Combin. Number Theory (to appear).

§  An asymptotic formula for Goldbach’s conjecture with monic polynomials in Z[x], Amer. Math. Monthly (to appear).

§  On powers associated with Sierpiński numbers, Riesel numbers and Polignac's conjecture (with Michael Filaseta and Carrie Finch), J. Number Theory 128 (2008), no. 7, 1916--1940.


Teaching:

Math 395 – Introduction to Cryptography II (Independent study).

Math 320 – Advanced Geometry.

Math 85 – Precalculus.

Math 81 – Math for Management Sciences.

Previous Courses.


Spring Office Hours:

Mondays: 1:45–2:30

Tuesdays: 3:00–3:45

Wednesdays: 11:00–11:45

Thursdays: 1:45–2:30

(Or by appointment.)


Conferences:

April 10: MAA SoCal-Nevada Spring Sectional (Harvey Mudd College).

March 13: Pacific Coast Undergraduate Math Conference 2010 (Pepperdine).

March 6: SoCal Number Theory Day (UC San Diego).

*January 13-16: Joint Math Meetings 2010 (San Francisco) – presented & chaired session.

Previous Conferences Attended/Presented.


Miscellaneous:

My old soccer team. My brother’s photos.


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