Tara Kemp

Papers

Artikoloj

• Latin squares with five disjoint subsquares
  (Latinaj kvadratoj kun kvin disaj kvadratoj)
• Latin hypercubes realizing integer partitions
  (Latinaj hiperkuboj realigas dispartigon de entjeroj)
• Further results on latin squares with disjoint subsquares using rational outline squares
  (Plu da rezultoj pri latinaj kvadratoj kun disaj kvadratoj per racionalaj kvadratoj)
• Latin cubes with disjoint subcubes of two orders
  (Latinaj kuboj kun disaj kuboj de du grandecoj)
• Colourings of Uniform Group Divisible Designs and Maximum Packings
  Colourings of Uniform Group Divisible Designs and Maximum Packings

More available on arXiv

Plu je arXiv

Talks

Prelegoj

• Latin cubes with disjoint subcubes of two orders (47th Australasian Combinatorics Conference, Dec. 2025)
• Constructing latin squares with rational numbers (3rd Queer and Trans Mathematicians in Combinatorics, Nov. 2025)
• Constructing latin squares with disjoint subsquares (Canadian Discrete and Algorithmic Mathematics Conference, May 2025)
• Latin squares with disjoint subsquares (Plenary, 7th Australian Mathematical Sciences Students Conference, Dec. 2024)
• Latin squares with disjoint subsquares (46th Australasian Combinatorics Conference, Dec. 2024)
• Latin hypercubes realizing integer partitions (30th British Combinatorial Conference, Jul. 2024)
• Latin hypercubes realizing integer partitions (UQ Maths Colloquium, Mar. 2024)
• Realizing partitions as latin squares and cubes (Plant Success Webinar Series, Feb. 2024)
• Realizing partitions as latin squares and cubes (PhD Confirmation, Feb. 2024)
• Latin hypercubes realizing integer partitions (67th meeting of AustMS, Dec. 2023)
• Sudoku, but in more dimensions (UQ Graduate Seminar, Oct. 2023)
• Fuchs' Problem on Latin Squares and Cubes (UQ SMP International Women in Mathematics Day, May 2023)
• Extensions of Pick's Theorem (UQ MSS Maths Talk, Aug. 2022)