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Kevin Childers | Curriculum Vitae 294 Wymount Ter. Provo, UT 84604 | 801­413­6396 [email protected] | math.byu.edu/~childers

Education

M.S. ­ Brigham Young University Provo, UT 2014 ­ 2015 Expected. Currently 4.0 GPA

B.S. Mathematics ­ Brigham Young University Provo, UT 2009 ­ 2013 Magna Cum Laude, 3.92 GPA overall, 3.99 GPA in major courses

Teaching Experience

Instructor ­ MATH 118 Finite Mathematics Winter 2015 Math for finance and business students

Teaching Assistant ­ MATH 372 Abstract Algebra 2 Fall 2014 Fields and Galois theory

Instructor ­ MATH 112 Calculus 1 Summer 2014 Limits and derivative calculus with applications

Teaching Assistant ­ MATH 113 Calculus 2 Winter 2014 Integral calculus, series, and applications. Taught recitation sections.

Teaching Assistant ­ MATH 313H Honors Linear Algebra Winter 2010 Taught lab on programming in MATLAB using linear algebra

Publications Kevin Childers: Galois Representations. M.S. Thesis, Brigham Young University, 2015 (in progress)

Kevin Childers and Darrin Doud: Proof of a conjecture of Wong concerning octahedral Galois representations of prime power conductor. J. Number Theory (submitted)

Awards

Orson Pratt Award, BYU Winter 2013

Outstanding Student Award, BYU Winter 2013

Dean’s List, BYU Fall 2012

Outstanding Student Award, BYU Winter 2010

Induction into the National Honor Society, BYU 2010

Outstanding Student Award, BYU Fall 2009 Heritage Scholarship, BYU 2009 ­ 2013

Talks Given

S4­extensions with a common cubic subfield, Workshop on Automorphic Forms and Related Topics, Ann Arbor, MI, March 2015 (future)

Cubic subfields of S4 ­extensions, BYU Spring Research Conference, Provo, UT, March 2015 (future)

Reducible Galois representations attached to the homology of subgroups of GL(2,Z), BYU Spring Research Conference, Provo, UT, March 2014

Targeted Hunter searches for degree 6 polynomials ramified at a single prime, BYU Spring Research Conference, Provo, UT, March 2013

Weakly modular forms of weight 16, BYU Spring Research Conference, Provo, UT, March 2010

Graduate Courses Taken (*Future enrollment)

*MATH 677­2 ­ Homological Algebra 2 Winter 2015 Professor’s notes

*MATH 695R ­ Readings in Mathematics () Winter 2015 William Fulton, Algebraic Curves

*MATH 554 ­ Topology 2 Winter 2015 James Munkres, Topology, Part II

*MATH 686R ­ Topics in Algebraic Number Theory (Primes of the form x2+Ny2) Winter 2015 David Cox, Primes of the form x2+Ny2

MATH 541 ­ Real Analysis Fall 2014 Frank Jones, Lebesgue Integration on Euclidean Space

MATH 553 ­ Topology 1 Fall 2014 James Munkres, Topology, Part I

MATH 677 ­ Homological Algebra Fall 2014 M. Scott Osborne, Basic Homological Algebra

MATH 686R ­ Topics in Algebraic Number Theory (Computational Number Theory) Spring 2014 Henri Cohen, A Course in Computational Algebraic Number Theory

MATH 675R ­ Topics in Algebra (Representations of Sn) Winter 2014 Tullio Ceccherini­Silberstein, Fabio Scarabotti, and Filippo Tolli, Representation Theory of the Symmetric Groups

MATH 686R ­ Topics in Algebraic Number Theory (Elliptic Curves, Modular Forms, Winter 2014 and Galois Representations) Various papers and books related to Fermat's Last Theorem

MATH 676 ­ Winter 2014 David Eisenbud, Commutative Algebra with a View Toward Algebraic Geometry

MATH 572 ­ Algebra 2 Winter 2014 David Dummit and Richard Foote, Abstract Algebra, second half

MATH 571 ­ Algebra 1 Fall 2013 David Dummit and Richard Foote, Abstract Algebra, first half

MATH 586 ­ Algebraic Number Theory Fall 2013 Daniel Marcus, Number Fields

MATH 655 ­ Differential Topology Fall 2013 Frank Warner, Foundations of Differentiable Manifolds and Lie Groups

MATH 587 ­ Analytic Number Theory Winter 2013 Tom Apostol, Introduction to Analytic Number Theory

Memberships

BYU mathematics department student advisory council

American Mathematical Society

BYU number theory group

BYU algebra group