Partition regularity of polynomial systems near zero

HIGHLIGHTS

• who: Lorenzo Luperi Baglini from the (UNIVERSITY) have published the research work: Partition regularity of polynomial systems near zero, in the Journal: (JOURNAL)
• what: It holds that the system Axr=0 has a monochromatic solution with respect to coloring A1 u222a u00b7 u00b7 u00b7 u222a Ak if and only if the linear system Ax has m xi - i=1 yj=0 j=1 is partition regular on N. Theorem 4 was the major motivation for the research . To conclude, the authors show that the notions of partition regularity on R+ and partition regularity near zero . . .
  

   

  

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