Daniel J Poole Contact Information 900 Thurber Dr W Apt N Columbus, OH 43215 614-271-1653 poole@math.osu.edu Research Interests Probability and Combinatorics, with a focus on random graphs Education The Ohio State University, Columbus, OH Ph.D., Mathematics, Completed: Spring 2014 • Dissertation Title: A study of random hypergraphs and directed graphs • Advisor: Boris Pittel • Fellowships: Special Graduate Assignment, Rhodus Graduate Fellowship M.S., Mathematics, Spring 2011 B.S., Mathematics and Chemsitry, Spring 2007 • Summa Cum Laude Teaching Experience Published Papers Lecturer May 2014 to present Department of Mathematics, The Ohio State University Instructor Summers 2013, 2014, 2015 Sampling Advanced Mathematics for Minority Students, The Ohio State University Graduate Teaching Assistant June 2007 to May 2014 Department of Mathematics, The Ohio State University Supervisor: Cindy Bernlohr (now retired) Awards: Distinguished First-Year Graduate Teaching Associate Award, Phil Huneke Excellence in Teaching Award Finalist Undergraduate Teaching Assistant Sept 2005 to June 2007 Department of Chemistry, The Ohio State University Supervisor: Bob Tatz 1. Poole, D. “On the strength of connectedness of a random hypergraph” Electronic Journal of Combinatorics, 22 #P1.69, 2015. 2. Pittel, B. and D. Poole. “Asymptotic distribution of the numbers of vertices and arcs of the giant strong component in sparse random digraphs”. (to appear in Random Structures & Algorithms, available at arXiv:1405.4022) 3. Thomas, N., Poole, D. and J. Herbers. “Gender in science and engineering faculties: demographic inertia revisited”. PloS one 10.10 (2015): e0139767. Submitted 1. Poole, D. “On weak Hamiltonicity of a random hypergraph”. (submitted, arXiv:1410.7446) Papers in Preparation 1. Poole, D. “The threshold of loose connectivity of a random hypergraph and the diameter of the random hypergraph process at the moment of connectivity” 2. Poole, D. “On `-overlapping connectivity of a random hypergraph for ` ≥ 2.” 3. Poole, D. “The threshold of strong k-connectivity of a random directed graph” 1 of 2 Research Presentations • • • • • Other presentations • “French mathematicians before, during and immediately after the French revolution.” Fall 2008 • “Proofs in the words of late 18th century mathematicians” Winter 2009 • “What is Lypanov’s Theorem?” Summer 2010 • “A probabilistic proof of the Weierstrass Approximation Theorem” Spring 2010 • “What is Cauchy Principle Value?” Summer 2010 Professional Service The 17th International Conference on Random Structures and Algorithms 7-28-2015 OSU Combinatorics and Probability Seminar 9-4-2014 SIAM Conference on Discrete Mathematics: Minisymposia Talk 6-19-2014 Mighty LV Conference 3-29-2014 Mighty LIV Conference 4-6-2013 Referee for following journals Random Structures & Algorithms SIAM Journal on Discrete Mathematics Electronic Journal of Combinatorics Classes Taught Lecturer Math 6502: Combinatorics and Graph Theory II “The Probabilistic Method” Sp ’16 Math 4575: Combinatorial Mathematics Sp ’16 Math 1152: Calculus II Au ’15 Flipped and Flexible version Math 2153: Calculus III Su ’14, Su ’15 Math 1157: Mathematical Modeling for the Biological Sciences Sp ’14, Sp ’15 Math 1151: Calculus I Au ’14, Sp ’15 Math 1150: Precalculus Au ’14 Graduate Teaching Assistant Math 131: Mathematical Analysis for Business II Wi ’11 Math 151.01: Calculus and Analytic Geometry I Sp ’08 Math 151.02: Calculus and Analytic Geometry I for Engineers Au ’11 Math 151L: Calculus I for Life Sciences Au ’07, Au ’08 Math 152.01: Calculus and Analytic Geometry II Au ’10 Math 152L: Calculus II for Life Sciences Wi ’08 Math 153: Calculus and Analytic Geometry III Wi ’09 Math 154: Transitional Calculus III Sp ’12 Math 162.01: Accelerated Calculus and Analytic Geometry II Wi ’10 Math 254: Calculus and Analytic Geometry IV Sp ’09, Sp ’11 Math 263.01: Accelerated Calculus and Analytic Geometry III Sp ’10 Math 415.01: Ordinary and Partial Differential Equations Au ’09 Math 2173: Engineering Mathematics B Au ’13 Math 2177: Mathematical Topics for Engineers Au ’12 2 of 2