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Dr. Hackney's research interests are mainly within the areas of algebraic topology and higher category theory. He employ the tools of abstract homotopy theory to study various kinds of higher structures, including operads and their generalizations.

Just prior to joining the faculty at UL Lafayette, he was a research fellow at the Centre of Australian Category Theory in Sydney.

• Ph.D. 2010 Purdue Ë÷Äá×ÊÔ´Íø
• M.S. 2006 Purdue Ë÷Äá×ÊÔ´Íø
• B.S. 2004 Central Michigan Ë÷Äá×ÊÔ´Íø

• Hackney, Philip and Lynd, Justin,
  
  J. Pure Appl. Algebra, 229 (2) (2025), Paper No. 107864.
   
• Hackney, Philip
  
  Math. Proc. Cambridge Philos. Soc., 176 (2024) 1, 155-212.
   
• Hackney, Philip
  ,
  in Higher structures in topology, geometry, and physics, Contemp. Math. 802, Amer. Math. Soc., (2024), 161-194.
   
• Beardsley, Jonathan and Hackney, Philip,
  
  J. Pure Appl. Algebra, 228 (2024), paper 107471.
   
• Hackney, Philip and Ozornova, Viktoriya and Riehl, Emily and Rovelli, Martina,
  
  Algebr. Geom. Topol., 24 4, (2024), 2171-2183.
   
• Hackney, Philip, Ozornova, Viktoriya, Riehl, Emily, and Rovelli, Martina,
  
  Trans. Amer. Math. Soc., 376 (2023), 1, 555–597.
   
• Drummond-Cole, Gabriel C. and Hackney, Philip,
  
  Math. Z., 301, (2022) 1, 275-314.
   
• Chu, Hongyi and Hackney, Philip,
  
  J. Lond. Math. Soc. (2), 105, (2022) 3, 1418-1517.
   
• Hackney, Philip, Robertson, Marcy and Yau, Donald,
  ,
  Adv. Math., 370 (2020), 107206, 39
   
• Hackney, Philip, Robertson, Marcy and Yau, Donald,
  ,
  Adv. Math., 365 (2020), 107044, 61