Mathematical Models for Biological Pattern Formation | Buchprofil und Inhaltsübersicht

Mathematical Models for Biological Pattern Formation von Philip K. Maini, Hans G. Othmer - Informationen zur Ausgabe

Mathematical Models for Biological Pattern Formation ist ein Werk von Philip K. Maini, Hans G. Othmer, das innerhalb der Kategorie Sachbuch eingeordnet wird und bereits durch seine klare thematische Ausrichtung überzeugt. Die vorhandene Beschreibung macht deutlich, worauf Mathematical Models for Biological Pattern Formation den Fokus legt: The formation of patterns in developing biological systems involves the spatio-temporal coordination of growth, cell-cell signalling, tissue movement, gene expression and cell differentiation. The interactions of these complex processes are generally nonlinear, and this mathematical modelling and analysis are needed to provide the framework in which to compute the outcome of different hypothesis on modes of interaction and to make experimentally testable predictions. This collection contains papers exploring several aspects of the hierarchy of processes occurring during pattern formation. A number of papers address the modelling of cell movement and deformation, with application to pattern formation within a collection of cells in response to external signalling cues. The results are considered in the context of pattern generation in Dictyostelium discoideum and bacterial colonies. A number of models at the macroscopic level explore the possible mechanisms underlying spatio-temporal pattern generation in early development, focussing on primitive streak, somitogenesis, vertebrate limb development and pigmentation patterning. The latter two applications consider in detail the effects of growth on patterning. The potential of models to generate more complex patterns are considered and models involving different modes of cell-cell signalling are investigated. Pattern selection is analyzed in the context of chemical Turing patterns, which serve as a paradigm for morphogenesis and a model for vegetation patterns is presented Mathematical Models for Biological Pattern Formation wurde am 2001 publiziert und dem Verlag Springer New York mit Verlagsort New York, NY zugeordnet.

Relevante Merkmale auf einen Blick

Innerhalb von Sachbuch bietet Mathematical Models for Biological Pattern Formation eine klar erkennbare thematische Zuordnung. Auch das Veröffentlichungsdatum 2001 macht Mathematical Models for Biological Pattern Formation für zeitlich eingegrenzte Suchen besonders interessant. Verlagsname und Verlagsort - Springer New York und New York, NY - helfen dabei, die Ausgabe eindeutig zu identifizieren. Im Kontext des Gesamtwerks von Philip K. Maini, Hans G. Othmer lässt sich Mathematical Models for Biological Pattern Formation gezielt bibliografisch und thematisch einordnen. Dass Mathematical Models for Biological Pattern Formation in Deutsch erschienen ist, erleichtert die gezielte Auswahl für sprachspezifische Recherchen.

Was behandelt Mathematical Models for Biological Pattern Formation?

Im thematischen Kontext von Sachbuch setzt Mathematical Models for Biological Pattern Formation laut Beschreibung auf folgende Schwerpunkte: The formation of patterns in developing biological systems involves the spatio-temporal coordination of growth, cell-cell signalling, tissue movement, gene expression and cell differentiation. The interactions of these complex processes are generally nonlinear, and this mathematical modelling and analysis are needed to provide the framework in which to compute the outcome of different hypothesis on modes of interaction and to make experimentally testable predictions. This collection contains papers exploring several aspects of the hierarchy of processes occurring during pattern formation. A number of papers address the modelling of cell movement and deformation, with application to pattern formation within a collection of cells in response to external signalling cues. The results are considered in the context of pattern generation in Dictyostelium discoideum and bacterial colonies. A number of models at the macroscopic level explore the possible mechanisms underlying spatio-temporal pattern generation in early development, focussing on primitive streak, somitogenesis, vertebrate limb development and pigmentation patterning. The latter two applications consider in detail the effects of growth on patterning. The potential of models to generate more complex patterns are considered and models involving different modes of cell-cell signalling are investigated. Pattern selection is analyzed in the context of chemical Turing patterns, which serve as a paradigm for morphogenesis and a model for vegetation patterns is presented Die vorhandenen Tags verdichten die inhaltliche Einordnung des Buches zusätzlich: Mathematics, Biochemistry, Mathematisches Modell, Biophysics and Biological Physics, Mathematical and Computational Biology, Ontogenie, Musterbildung, Biochemistry, general

Edition und bibliografische Einordnung

Sowohl die ISBN-10 1461301335 als auch die ISBN-13 9781461301332 erleichtern das Auffinden und Vergleichen dieser Ausgabe erheblich. Die Open-Library-Zuordnung über OL19886312W und OL27073269M verbessert die externe Nachvollziehbarkeit des Werkes. Durch die Kombination aus Springer New York, New York, NY und 2001 lässt sich die Ausgabe sauber verorten.

Wichtige Buchdaten im Überblick

1. Internationale Standardbuchnummer (ISBN-13): 9781461301332
2. Titel: Mathematical Models for Biological Pattern Formation
3. Ausgabeform: physical
4. Open-Library-Work-ID: OL19886312W
5. Externe Editionsreferenzen: OL27073269M
6. Internationale Standardbuchnummer (ISBN-10): 1461301335
7. Verfasst von: Philip K. Maini, Hans G. Othmer
8. Veröffentlicht am: 2001
9. Primäre Kategorie: Sachbuch
10. Inhaltliche Kurzcharakteristik: The formation of patterns in developing biological systems involves the spatio-temporal coordination of growth, cell-cell signalling, tissue movement, gene expression and cell differentiation. The interactions of these complex processes are generally nonlinear, and this mathematical modelling and analysis are needed to provide the framework in which to compute the outcome of different hypothesis on modes of interaction and to make experimentally testable predictions. This collection contains papers exploring several aspects of the hierarchy of processes occurring during pattern formation. A number of papers address the modelling of cell movement and deformation, with application to pattern formation within a collection of cells in response to external signalling cues. The results are considered in the context of pattern generation in Dictyostelium discoideum and bacterial colonies. A number of models at the macroscopic level explore the possible mechanisms underlying spatio-temporal pattern generation in early development, focussing on primitive streak, somitogenesis, vertebrate limb development and pigmentation patterning. The latter two applications consider in detail the effects of growth on patterning. The potential of models to generate more complex patterns are considered and models involving different modes of cell-cell signalling are investigated. Pattern selection is analyzed in the context of chemical Turing patterns, which serve as a paradigm for morphogenesis and a model for vegetation patterns is presented
11. Ort der Veröffentlichung: New York, NY
12. Verlag: Springer New York
13. Thematische Tags: Mathematics, Biochemistry, Mathematisches Modell, Biophysics and Biological Physics, Mathematical and Computational Biology, Ontogenie, Musterbildung, Biochemistry, general
14. Verfügbare Sprache dieser Ausgabe: Deutsch

Relevanz für Suche und Einordnung

Die Verbindung aus Mathematical Models for Biological Pattern Formation, Philip K. Maini, Hans G. Othmer, Sachbuch und Mathematics, Biochemistry, Mathematisches Modell, Biophysics and Biological Physics, Mathematical and Computational Biology, Ontogenie, Musterbildung, Biochemistry, general schafft eine solide Grundlage für eine präzise thematische Suche. Mit ISBN-10, ISBN-13 und Work-ID - 1461301335, 9781461301332 und OL19886312W - lässt sich diese Ausgabe plattformübergreifend eindeutig verknüpfen.

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