“The author does a very good job with the difficult and somewhat unexpected task of pairing together elliptic PDE’s with dynamical systems methods specific to finite dimensions.” (Florin Catrina, zbMATH 1445.35005, 2020)

• Preface.- 1. Preliminaries.- 2. Trajectory dynamical systems and their attractors.- 3. Symmetry and attractors: the case N ≤ 3.- 4. Symmetry and attractors: the case N ≤ 4.- 5. Symmetry and attractors.- 6. Symmetry and attractors: arbitrary dimension.- 7. The case of p-Laplacian operator.- Bibliography.

“The author does a very good job with the difficult and somewhat unexpected task of pairing together elliptic PDE’s with dynamical systems methods specific to finite dimensions.” (Florin Catrina, zbMATH 1445.35005, 2020)

• Preface.- 1. Preliminaries.- 2. Trajectory dynamical systems and their attractors.- 3. Symmetry and attractors: the case N ≤ 3.- 4. Symmetry and attractors: the case N ≤ 4.- 5. Symmetry and attractors.- 6. Symmetry and attractors: arbitrary dimension.- 7. The case of p-Laplacian operator.- Bibliography.

“The author does a very good job with the difficult and somewhat unexpected task of pairing together elliptic PDE’s with dynamical systems methods specific to finite dimensions.” (Florin Catrina, zbMATH 1445.35005, 2020)

• Preface.- 1. Preliminaries.- 2. Trajectory dynamical systems and their attractors.- 3. Symmetry and attractors: the case N ≤ 3.- 4. Symmetry and attractors: the case N ≤ 4.- 5. Symmetry and attractors.- 6. Symmetry and attractors: arbitrary dimension.- 7. The case of p-Laplacian operator.- Bibliography.