Doud, Darrin - Department of Mathematics, Brigham Young University

• January 29, 2007 21:58 WSPC/INSTRUCTION FILE main International Journal of Number Theory
• Submitted for publication in Manuscripta Mathematica Manuscript no. (will be inserted by hand later)
• GALOIS REPRESENTATIONS WITH CONJECTURAL CONNECTIONS TO ARITHMETIC COHOMOLOGY
• Even Icosahedral Galois Representations of Prime Conductor
• Supersingular Galois representations and a generalization of a conjecture of Serre
• S4 AND S4 EXTENSIONS OF Q RAMIFIED AT ONLY ONE PRIME.
• Wildly ramified Galois representations and a generalization of a conjecture of Serre
• S 4 EXTENSIONS OF Q RAMIFIED AT ONLY ONE PRIME.
• January 29, 2007 21:56 WSPC/INSTRUCTION FILE main International Journal of Number Theory
• Three-dimensional Galois Representations with Conjectural Connections to Arithmetic
• Wild ramification in number field extensions of prime degree Darrin Doud
• Wildly ramified Galois representations and a generalization of a conjecture of Serre
• EXPLICIT FROBENIUS CALCULATIONS SUPPORTING A GENERALIZATION OF A CONJECTURE OF SERRE
• July 27, 2009 10:50 WSPC/INSTRUCTION FILE Meghan International Journal of Number Theory
• TWO-DIVISIBILITY OF THE COEFFICIENTS OF CERTAIN WEAKLY HOLOMORPHIC MODULAR FORMS
• GALOIS REPRESENTATIONS WITH CONJECTURAL CONNECTIONS TO ARITHMETIC COHOMOLOGY
• PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
• Wild rami cation in number eld extensions of prime degree Darrin Doud
• Supersingular Galois representations and a generalization of a conjecture of Serre
• p-ADIC PROPERTIES OF COEFFICIENTS OF WEAKLY HOLOMORPHIC MODULAR FORMS
• Even Icosahedral Galois Representations of Prime Conductor
• Even Icosahedral Galois Representations of Prime Conductor
• S4 AND eS4 EXTENSIONS OF Q RAMIFIED AT ONLY ONE PRIME.
• p-ADIC PROPERTIES OF COEFFICIENTS OF WEAKLY HOLOMORPHIC MODULAR FORMS
• GALOIS REPRESENTATIONS WITH CONJECTURAL CONNECTIONS TO ARITHMETIC COHOMOLOGY
• January|29,|2007 21:56 WSPC/INSTRUCTION FILE main * International Journal of Number Theory
• EXPLICIT FROBENIUS CALCULATIONS SUPPORTING A GENERALIZATION OF A CONJECTURE OF SERRE
• Wildly ramified Galois representations and a generalization of a conjecture of Serre
• | Submitted for publication in Manuscripta Mathematica * ||Manuscript_no._____________(will_be_inserted_by_hand_later)__________________*
• Wild ramification in number field extensions of prime degree By
• EXPLICIT FROBENIUS CALCULATIONS SUPPORTING A GENERALIZATION OF A CONJECTURE OF SERRE
• Math 290: Section 2 Instructor: Darrin Doud Classroom: 111 TMCB
• TWO-DIVISIBILITY OF THE COEFFICIENTS OF CERTAIN WEAKLY HOLOMORPHIC MODULAR FORMS
• July|27,|2009 10:50 WSPC/INSTRUCTION FILE Meghan * International Journal of Number Theory
• Supersingular Galois representations and a generalization of a conjecture of Serre
• Math 290: Fundamentals of Mathematics Desired Learning Outcomes
• Math 190 How to use TeXmaker Darrin Doud Once you have TeXmaker installed, you are ready to typeset mathematics. In this doc-
• Math 290 Example LATEX Assignment # 1 Due Friday September 16 In this assignment, we will practice typesetting some basic math in LATEX. You will need
• Instructor: Darrin Doud Math 190 Section 4
• Instructor: Darrin Doud Sample Exam 3
• THINGS TO KNOW FOR EXAM 2 1. Definitions
• Instructor: Darrin Doud Sample Exam 1
• THINGS TO KNOW FOR EXAM 3 1. Definitions
• Instructor: Darrin Doud Sample Exam 2
• Math 677 Section 1 Instructor: Darrin Doud Classroom: 133 TMCB