The Systems Approach to Test Evaluation. - David M. Bradley (IEEE Trans. Syst. Sci. Cybern., 1969)

Searching symbolically for Ape'ry-like formulae for values of the Riemann zeta function. - Jonathan M. Borwein; David M. Bradley (SIGSAM Bull., 1996)

Evaluations of k-fold Euler/Zagier sums: a compendium of results for arbitrary k. - Jonathan M. Borwein; David M. Bradley; David John Broadhurst (Electron. J. Comb., 1997)

Empirically Determined Apéry-Like Formulae for ζ(4n+3). - Jonathan M. Borwein; David M. Bradley (Exp. Math., 1997)

Combinatorial Aspects of Multiple Zeta Values. - Jonathan M. Borwein; David M. Bradley; David John Broadhurst; Petr Lisonek (Electron. J. Comb., 1998)

Using Integral Transforms to Estimate Higher Order Derivatives. - David M. Bradley (Am. Math. Mon., 2000)

Series and Integral Trial Conditions: 10642. - David M. Bradley; Steve Levandosky; Amram Meir (Am. Math. Mon., 2001)

The Algebra and Combinatorics of Shuffles and Multiple Zeta Values. - Douglas Bowman; David M. Bradley (J. Comb. Theory A, 2002)

Some multi-set inclusions associated with shuffle convolutions and multiple zeta values. - Douglas Bowman; David M. Bradley; Ji Hoon Ryoo (Eur. J. Comb., 2003)

A regional point descriptor for global topological localization in flooded subterranean environments. - David M. Bradley; David Silver; Scott Thayer (RAM, 2004)

Scan matching for flooded subterranean voids. - David Silver; David M. Bradley; Scott Thayer (RAM, 2004)

Real-time image-based topological localization in large outdoor environments. - David M. Bradley; Rashmi Patel; Nicolas Vandapel; Scott Thayer (IROS, 2005)

Duality for finite multiple harmonic q-series. - David M. Bradley (Discret. Math., 2005)

A q-analog of Euler's decomposition formula for the double zeta function. - David M. Bradley (Int. J. Math. Math. Sci., 2005)

Boosting Structured Prediction for Imitation Learning. - Nathan D. Ratliff; David M. Bradley; J. Andrew Bagnell; Joel E. Chestnutt (NIPS, 2006)

Experimental Determination of Apéry-like Identities for ς(2n + 2). - David H. Bailey; Jonathan M. Borwein; David M. Bradley (Exp. Math., 2006)

Toward Reliable Off Road Autonomous Vehicles Operating in Challenging Environments. - Alonzo Kelly; Anthony Stentz; Omead Amidi; Mike Bode; David M. Bradley; Antonio Diaz-Calderon; Michael Happold; Herman Herman; Robert Mandelbaum; Thomas Pilarski; Peter Rander; Scott Thayer; et al. (Int. J. Robotics Res., 2006)

Recent developments in subterranean robotics. - Aaron Morris; Dave Ferguson 001; Zachary Omohundro; David M. Bradley; David Silver; Christopher R. Baker; Scott Thayer; Chuck Whittaker; William Whittaker (J. Field Robotics, 2006)

Vegetation Detection for Driving in Complex Environments. - David M. Bradley; Ranjith Unnikrishnan; J. Andrew Bagnell (ICRA, 2007)

Differentiable Sparse Coding. - J. Andrew Bagnell; David M. Bradley (NIPS, 2008)

Convex Coding. - David M. Bradley; J. Andrew Bagnell (UAI, 2009)

Depth Reduction of a Class of Witten Zeta Functions. - Xia Zhou; David M. Bradley; Tianxin Cai (Electron. J. Comb., 2009)

Learning for Autonomous Navigation. - J. Andrew Bagnell; David M. Bradley; David Silver; Boris Sofman; Anthony Stentz (IEEE Robotics Autom. Mag., 2010)

Scene understanding for a high-mobility walking robot. - David M. Bradley; Jonathan K. Chang; David Silver; Matthew Powers; Herman Herman; Peter Rander; Anthony Stentz (IROS, 2015)

Leader tracking for a walking logistics robot. - Michal Perdoch; David M. Bradley; Jonathan K. Chang; Herman Herman; Peter Rander; Anthony Stentz (IROS, 2015)

Note on Dirichlet's Sinc Integral. - David M. Bradley (Am. Math. Mon., 2021)

Integration using Schwinger Parametrization. - David M. Bradley; Albert Natian; Seán M. Stewart (Am. Math. Mon., 2024)

The Area Under the Witch of Agnesi. - David M. Bradley (Am. Math. Mon., 2024)