This volume contains research papers and surveys reflecting the topics discussed at the EMS
Summer School on Multigraded Algebra and Applications held in Romania in August 2016. The
school which served as the 24th National School on Algebra presented the main research
directions of combinatorial commutative algebra with a strong focus on its applications in
combinatorics statistics and biology. Recent progress in the field has led to new insights
and suggested algebraic techniques for solving real-world data analysis problems. The summer
school and resulting proceedings volume have raised numerous novel questions and encouraged a
more interdisciplinary approach for young researchers when considering problems in pure and
applied mathematical research.Featured topics in this volume include toric rings binomial edge
ideals Betti numbers for numerical semigroup rings and Waldschmidt constants. Researchers and
graduate students interested in the developments of the field will find this book useful for
their studies.
