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100%: Mathematics that Works / 5 - Boek Maarten de Gee (9050411703) (ISBN: 9789050411707) Epsilon Uitgaven, in Englisch, Bände: 3, 4 und 12, Taschenbuch.Nur diese Ausgabe anzeigen…
58%: Mathematics that Works / 3 - Boek Maarten de Gee (905041169X) (ISBN: 9789050411691) Epsilon Uitgaven, in Englisch, Taschenbuch.Nur diese Ausgabe anzeigen…
Mathematics that Works / 5 - Boek Maarten de Gee (9050411703)
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Bester Preis: € 37,99 (vom 06.10.2018)1
Mathematics that Works / 3 - Boek Maarten de Gee (905041169X)
NL NWISBN: 905041169X bzw. 9789050411691, in Holländisch, neu.
Lieferung aus: Niederlande, Vandaag voor 23:00 besteld, morgen in huis.
Het Boek Mathematics that Works / 3 (905041169X) geschreven door Maarten de Gee bestel je op bruna.nl! From ancient times, mathematics has developed side-by-side with physics; only in the last two hundred years they came apart as different branches of science. Extensive use of mathematics in other sciences, such as biology, chemistry, economics, pharmacology, environmental and social sciences is even more recent. Nowadays, knowledge of mathematical techniques is indispensable also for students and researchers in these fields. The series of textbooks "Mathematics that Works' presents mathematical methods with a sharp focus on applicability. There is an ample supply of worded-out examples and instructive exercises. The techniques are illustrated in applications from various branches of science; here, the connection between the mathematical method and the application is equally important as the mathematics itself. Thus the way the students digest the matter is aimed at practical usability within their own field, and skills take priority over the mathematical abstraction level. By connecting mathematics to its applications the usage of mathematics in the applied sciences is facilitated. This third volume presents the fundamentals of linear algebra. In physics and geometry, vectors are objects with a length and a direction. In a broader sense, vectors are used as data structures, as higher dimensional extension of the real numbers. Matrices represent the linear functions acting on vectors. All quantitative sciences are drenched with linear algebra. For example, modern statistics without linear algebra techniques is unthinkable.
Het Boek Mathematics that Works / 3 (905041169X) geschreven door Maarten de Gee bestel je op bruna.nl! From ancient times, mathematics has developed side-by-side with physics; only in the last two hundred years they came apart as different branches of science. Extensive use of mathematics in other sciences, such as biology, chemistry, economics, pharmacology, environmental and social sciences is even more recent. Nowadays, knowledge of mathematical techniques is indispensable also for students and researchers in these fields. The series of textbooks "Mathematics that Works' presents mathematical methods with a sharp focus on applicability. There is an ample supply of worded-out examples and instructive exercises. The techniques are illustrated in applications from various branches of science; here, the connection between the mathematical method and the application is equally important as the mathematics itself. Thus the way the students digest the matter is aimed at practical usability within their own field, and skills take priority over the mathematical abstraction level. By connecting mathematics to its applications the usage of mathematics in the applied sciences is facilitated. This third volume presents the fundamentals of linear algebra. In physics and geometry, vectors are objects with a length and a direction. In a broader sense, vectors are used as data structures, as higher dimensional extension of the real numbers. Matrices represent the linear functions acting on vectors. All quantitative sciences are drenched with linear algebra. For example, modern statistics without linear algebra techniques is unthinkable.
2
Mathematics that Works / 5 - Boek Maarten de Gee (9050411703)
NL NWISBN: 9050411703 bzw. 9789050411707, Bände: 3, 4 und 12, in Holländisch, neu.
Lieferung aus: Niederlande, Vandaag voor 23:00 besteld, morgen in huis.
Het Boek Mathematics that Works / 5 (9050411703) geschreven door Maarten de Gee bestel je op bruna.nl! From ancient times, mathematics has developed side-by-side with physics; only in the last two hundred years they came apart as different branches of science. Extensive use of mathematics in other sciences, such as biology, chemistry, economics, pharmacology, environmental and social sciences is even more recent. Nowadays, knowledge of mathematical techniques is indispensable also for students and researchers in these fields. The series of textbooks "Mathematics that Works' presents mathematical methods with a sharp focus on applicability. There is an ample supply of worded-out examples and instructive exercises. The techniques are illustrated in applications from various branches of science; here, the connection between the mathematical method and the application is equally important as the mathematics itself. Thus the way the students digest the matter is aimed at practical usability within their own field, and skills take priority over the mathematical abstraction level. By connecting mathematics to its applications the usage of mathematics in the applied sciences is facilitated. This fifth volume treats processes with a spatial component. We start with differentiation and integration of functions with several variables, and we conclude with processes that can be modelled with partial differential equations. The reader is assumed to be familiar with calculus and linear algebra (for example from the volumes 1, 2, and 3 of this series) and ordinary differential equations (volume 4). The level of difficulty is higher than in the previous volumes; mathematical techniques stack on each other, the applications are more advanced, and the mathematical modelling has more emphasis.
Het Boek Mathematics that Works / 5 (9050411703) geschreven door Maarten de Gee bestel je op bruna.nl! From ancient times, mathematics has developed side-by-side with physics; only in the last two hundred years they came apart as different branches of science. Extensive use of mathematics in other sciences, such as biology, chemistry, economics, pharmacology, environmental and social sciences is even more recent. Nowadays, knowledge of mathematical techniques is indispensable also for students and researchers in these fields. The series of textbooks "Mathematics that Works' presents mathematical methods with a sharp focus on applicability. There is an ample supply of worded-out examples and instructive exercises. The techniques are illustrated in applications from various branches of science; here, the connection between the mathematical method and the application is equally important as the mathematics itself. Thus the way the students digest the matter is aimed at practical usability within their own field, and skills take priority over the mathematical abstraction level. By connecting mathematics to its applications the usage of mathematics in the applied sciences is facilitated. This fifth volume treats processes with a spatial component. We start with differentiation and integration of functions with several variables, and we conclude with processes that can be modelled with partial differential equations. The reader is assumed to be familiar with calculus and linear algebra (for example from the volumes 1, 2, and 3 of this series) and ordinary differential equations (volume 4). The level of difficulty is higher than in the previous volumes; mathematical techniques stack on each other, the applications are more advanced, and the mathematical modelling has more emphasis.
3
Mathematics that Works
EN PB NWISBN: 9789050411691 bzw. 905041169X, in Englisch, Epsilon Uitgaven, Taschenbuch, neu.
Lieferung aus: Niederlande, Op werkdagen voor 23:00 uur besteld, volgende dag in huis.
From ancient times, mathematics has developed side-by-side with physics; only in the last two hundred years they came apart as different branches of science. Extensive use of mathematics in other sciences, such as biology, chemistry, economics, pharmacology, environmental and social sciences is even more recent. Nowadays, knowledge of mathematical techniques is indispensable also for students and researchers in these fields. The series of textbooks “Mathematics that Works” presents mathematical methods with a sharp focus on applicability. There is an ample supply of worded-out examples and instructive exercises. The techniques are illustrated in applications from various branches of science; here, the connection between the mathematical method and the application is equally important as the mathematics itself. Thus the way the students digest the matter is aimed at practical usability within their own field, and skills take priority over the mathematical abstraction level. By connecting mathematics to its applications the usage of mathematics in the applied sciences is facilitated. This third volume presents the fundamentals of linear algebra. In physics and geometry, vectors are objects with a length and a direction. In a broader sense, vectors are used as data structures, as higher dimensional extension of the real numbers. Matrices represent the linear functions acting on vectors. All quantitative sciences are drenched with linear algebra. For example, modern statistics without linear algebra techniques is unthinkable. School en studieboeken, Alle school en studieboeken, Engelse Boeken > School & studieboeken > Alle school & studieboeken.
From ancient times, mathematics has developed side-by-side with physics; only in the last two hundred years they came apart as different branches of science. Extensive use of mathematics in other sciences, such as biology, chemistry, economics, pharmacology, environmental and social sciences is even more recent. Nowadays, knowledge of mathematical techniques is indispensable also for students and researchers in these fields. The series of textbooks “Mathematics that Works” presents mathematical methods with a sharp focus on applicability. There is an ample supply of worded-out examples and instructive exercises. The techniques are illustrated in applications from various branches of science; here, the connection between the mathematical method and the application is equally important as the mathematics itself. Thus the way the students digest the matter is aimed at practical usability within their own field, and skills take priority over the mathematical abstraction level. By connecting mathematics to its applications the usage of mathematics in the applied sciences is facilitated. This third volume presents the fundamentals of linear algebra. In physics and geometry, vectors are objects with a length and a direction. In a broader sense, vectors are used as data structures, as higher dimensional extension of the real numbers. Matrices represent the linear functions acting on vectors. All quantitative sciences are drenched with linear algebra. For example, modern statistics without linear algebra techniques is unthinkable. School en studieboeken, Alle school en studieboeken, Engelse Boeken > School & studieboeken > Alle school & studieboeken.
4
Mathematics that Works 3
NL NWISBN: 9789050411691 bzw. 905041169X, in Holländisch, neu.
From ancient times, mathematics has developed side-by-side with physics; only in the last two hundred years they came apart as different branches of science. Extensive use of mathematics in other sciences, such as biology, chemistry, economics, pharmacology, environmental and social sciences is even more recent. Nowadays, knowledge of mathematical techniques is indispensable also for students and researchers in these fields. The series of textbooks “Mathematics that Works” presents mathematical methods with a sharp focus on applicability. There is an ample supply of worded-out examples and instructive exercises. The techniques are illustrated in applications from various branches of science; here, the connection between the mathematical method and the application is equally important as the mathematics itself. Thus the way the students digest the matter is aimed at practical usability within their own field, and skills take priority over the mathematical abstraction level. By connecting mathematics to its applications the usage of mathematics in the applied sciences is facilitated. This third volume presents the fundamentals of linear algebra. In physics and geometry, vectors are objects with a length and a direction. In a broader sense, vectors are used as data structures, as higher dimensional extension of the real numbers. Matrices represent the linear functions acting on vectors. All quantitative sciences are drenched with linear algebra. For example, modern statistics without linear algebra techniques is unthinkable. Exacte wetenschappen, Exacte wetenschappen.
5
Mathematics that Works 5
NL NWISBN: 9789050411707 bzw. 9050411703, Bände: 3, 4 und 12, in Holländisch, neu.
From ancient times, mathematics has developed side-by-side with physics; only in the last two hundred years they came apart as different branches of science. Extensive use of mathematics in other sciences, such as biology, chemistry, economics, pharmacology, environmental and social sciences is even more recent. Nowadays, knowledge of mathematical techniques is indispensable also for students and researchers in these fields. The series of textbooks “Mathematics that Works” presents mathematical methods with a sharp focus on applicability. There is an ample supply of worded-out examples and instructive exercises. The techniques are illustrated in applications from various branches of science; here, the connection between the mathematical method and the application is equally important as the mathematics itself. Thus the way the students digest the matter is aimed at practical usability within their own field, and skills take priority over the mathematical abstraction level. By connecting mathematics to its applications the usage of mathematics in the applied sciences is facilitated. This fifth volume treats processes with a spatial component. We start with differentiation and integration of functions with several variables, and we conclude with processes that can be modelled with partial differential equations. The reader is assumed to be familiar with calculus and linear algebra (for example from the volumes 1, 2, and 3 of this series) and ordinary differential equations (volume 4). The level of difficulty is higher than in the previous volumes; mathematical techniques stack on each other, the applications are more advanced, and the mathematical modelling has more emphasis. Exacte wetenschappen, Exacte wetenschappen.
6
Mathematics that Works
EN PB NWISBN: 9789050411707 bzw. 9050411703, Bände: 3, 4 und 12, in Englisch, Epsilon Uitgaven, Taschenbuch, neu.
Lieferung aus: Niederlande, Op werkdagen voor 23:00 uur besteld, volgende dag in huis.
From ancient times, mathematics has developed side-by-side with physics; only in the last two hundred years they came apart as different branches of science. Extensive use of mathematics in other sciences, such as biology, chemistry, economics, pharmacology, environmental and social sciences is even more recent. Nowadays, knowledge of mathematical techniques is indispensable also for students and researchers in these fields. The series of textbooks “Mathematics that Works” presents mathematical methods with a sharp focus on applicability. There is an ample supply of worded-out examples and instructive exercises. The techniques are illustrated in applications from various branches of science; here, the connection between the mathematical method and the application is equally important as the mathematics itself. Thus the way the students digest the matter is aimed at practical usability within their own field, and skills take priority over the mathematical abstraction level. By connecting mathematics to its applications the usage of mathematics in the applied sciences is facilitated. This fifth volume treats processes with a spatial component. We start with differentiation and integration of functions with several variables, and we conclude with processes that can be modelled with partial differential equations. The reader is assumed to be familiar with calculus and linear algebra (for example from the volumes 1, 2, and 3 of this series) and ordinary differential equations (volume 4). The level of difficulty is higher than in the previous volumes; mathematical techniques stack on each other, the applications are more advanced, and the mathematical modelling has more emphasis. School en studieboeken, Alle school en studieboeken, Engelse Boeken > School & studieboeken > Alle school & studieboeken.
From ancient times, mathematics has developed side-by-side with physics; only in the last two hundred years they came apart as different branches of science. Extensive use of mathematics in other sciences, such as biology, chemistry, economics, pharmacology, environmental and social sciences is even more recent. Nowadays, knowledge of mathematical techniques is indispensable also for students and researchers in these fields. The series of textbooks “Mathematics that Works” presents mathematical methods with a sharp focus on applicability. There is an ample supply of worded-out examples and instructive exercises. The techniques are illustrated in applications from various branches of science; here, the connection between the mathematical method and the application is equally important as the mathematics itself. Thus the way the students digest the matter is aimed at practical usability within their own field, and skills take priority over the mathematical abstraction level. By connecting mathematics to its applications the usage of mathematics in the applied sciences is facilitated. This fifth volume treats processes with a spatial component. We start with differentiation and integration of functions with several variables, and we conclude with processes that can be modelled with partial differential equations. The reader is assumed to be familiar with calculus and linear algebra (for example from the volumes 1, 2, and 3 of this series) and ordinary differential equations (volume 4). The level of difficulty is higher than in the previous volumes; mathematical techniques stack on each other, the applications are more advanced, and the mathematical modelling has more emphasis. School en studieboeken, Alle school en studieboeken, Engelse Boeken > School & studieboeken > Alle school & studieboeken.
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