TY  - JOUR
AU  - Chulián, Salvador
AU  - Martinez-Rubio, Álvaro
AU  - Gandarias, María Luz
AU  - Rosa, María
PY  - 2021
DO  - 10.3934/mbe.2021164
UR  - http://hdl.handle.net/10668/3764
T2  - Mathematical Biosciences and Engineering
AB  - A huge variety of phenomena are governed by ordinary differential equations (ODEs) and partial differential equations (PDEs). However, there is no general method to solve them. Obtaining solutions for differential equations is one of the greatest...
LA  - en
PB  - AIMS Press
KW  - Lie symmetries
KW  - Fisher’s equations
KW  - Generalized Fisher’s equations
KW  - Tumor dynamics
KW  - Partial differential equations
KW  - Neoplasias
KW  - Matemática
KW  - Dinámicas no lineales
KW  - Fenómenos biológicos
KW  - Medical Subject Headings::Organisms::Eukaryota::Animals::Chordata::Vertebrates::Mammals::Primates::Haplorhini::Catarrhini::Hominidae::Humans
KW  - Medical Subject Headings::Disciplines and Occupations::Natural Science Disciplines::Mathematics
KW  - Medical Subject Headings::Diseases::Neoplasms
KW  - Medical Subject Headings::Phenomena and Processes::Biological Phenomena
KW  - Medical Subject Headings::Disciplines and Occupations::Natural Science Disciplines::Physics
KW  - Medical Subject Headings::Analytical, Diagnostic and Therapeutic Techniques and Equipment::Investigative Techniques::Models, Theoretical::Nonlinear Dynamics
KW  - Medical Subject Headings::Analytical, Diagnostic and Therapeutic Techniques and Equipment::Investigative Techniques::Models, Theoretical::Models, Biological::Models, Genetic
TI  - Lie point symmetries for generalised Fisher's equations describing tumour dynamics
TY  - review article
ER  -