This book entitled 'ALGEBRA' to 'NUMBER THEORY' to 'GEOMETRY' : Re-cent Developments in Pure Mathematics at it's Fundamental Level to support the AI-era in this century deals with the generalization of the following four basic areas of the subject Pure Mathematics: (i) Algebra, (ii) Number Theory, (iii) Calculus, and (iv) Geometry. All these four branches are generalized on the basis of a newly introduced algebraic structure 'Region' as their base-platform. It is justified how Region fixes a very seri-ous hidden gap of the giant subject Algebra. Consequently, it is also justified why Re-gion is most important but minimal algebraic structure in Algebra. The integration of generalizations of these four branches if considered as a single one, may be termed as "Region Mathematics", and thus which may be regarded as a new branch in Pure Mathematics. The sub-title of the book is "a new generation of College level math-ematics for applications in all STEM subjects, AI, Data Science and Modern Sta-tistics"; because it is the beginning of thinking new ways to deal with "objects" of this universe, to deal with unstructured or semi-structured data involved with STEM subjects.
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Prof. Ranjit Biswas studied in Calcutta University and Indian Institute of Technology (Kharagpur), he was althrough rank holder during his student life. He guided twenty two Ph.D. scholars and published more than 130 research works all being in foreign journals of international repute of USA, German, France, UK, Poland, Bulgaria, Italy.
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Paperback. Zustand: new. Paperback. This book entitled 'ALGEBRA' to 'NUMBER THEORY' to 'GEOMETRY': Re-cent Developments in Pure Mathematics at it's Fundamental Level to support the AI-era in this century deals with the generalization of the following four basic areas of the subject Pure Mathematics: (i) Algebra, (ii) Number Theory, (iii) Calculus, and (iv) Geometry. All these four branches are generalized on the basis of a newly introduced algebraic structure 'Region' as their base-platform. It is justified how Region fixes a very seri-ous hidden gap of the giant subject Algebra. Consequently, it is also justified why Re-gion is most important but minimal algebraic structure in Algebra. The integration of generalizations of these four branches if considered as a single one, may be termed as "Region Mathematics", and thus which may be regarded as a new branch in Pure Mathematics. The sub-title of the book is "a new generation of College level math-ematics for applications in all STEM subjects, AI, Data Science and Modern Sta-tistics"; because it is the beginning of thinking new ways to deal with "objects" of this universe, to deal with unstructured or semi-structured data involved with STEM subjects. This item is printed on demand. Shipping may be from multiple locations in the US or from the UK, depending on stock availability. Bestandsnummer des Verkäufers 9786630243642
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Taschenbuch. Zustand: Neu. nach der Bestellung gedruckt Neuware - Printed after ordering - This book entitled 'ALGEBRA' to 'NUMBER THEORY' to 'GEOMETRY' : Re-cent Developments in Pure Mathematics at it's Fundamental Level to support the AI-era in this century deals with the generalization of the following four basic areas of the subject Pure Mathematics: (i) Algebra, (ii) Number Theory, (iii) Calculus, and (iv) Geometry. All these four branches are generalized on the basis of a newly introduced algebraic structure 'Region' as their base-platform. It is justified how Region fixes a very seri-ous hidden gap of the giant subject Algebra. Consequently, it is also justified why Re-gion is most important but minimal algebraic structure in Algebra. The integration of generalizations of these four branches if considered as a single one, may be termed as 'Region Mathematics', and thus which may be regarded as a new branch in Pure Mathematics. The sub-title of the book is 'a new generation of College level math-ematics for applications in all STEM subjects, AI, Data Science and Modern Sta-tistics'; because it is the beginning of thinking new ways to deal with 'objects' of this universe, to deal with unstructured or semi-structured data involved with STEM subjects. Bestandsnummer des Verkäufers 9786630243642
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Taschenbuch. Zustand: Neu. 'ALGEBRA' to 'NUMBER THEORY' to 'GEOMETRY' | Recent Developments in Pure Mathematics at it's Fundamental Level to support the AI-era in this century | Ranjit Biswas | Taschenbuch | Englisch | 2026 | LAP LAMBERT Academic Publishing | EAN 9786630243642 | Verantwortliche Person für die EU: preigu GmbH & Co. KG, Lengericher Landstr. 19, 49078 Osnabrück, mail[at]preigu[dot]de | Anbieter: preigu Print on Demand. Bestandsnummer des Verkäufers 136194578
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Taschenbuch. Zustand: Neu. This item is printed on demand - Print on Demand Titel. Neuware -This book entitled 'ALGEBRA' to 'NUMBER THEORY' to 'GEOMETRY' : Re-cent Developments in Pure Mathematics at it's Fundamental Level to support the AI-era in this century deals with the generalization of the following four basic areas of the subject Pure Mathematics: (i) Algebra, (ii) Number Theory, (iii) Calculus, and (iv) Geometry. All these four branches are generalized on the basis of a newly introduced algebraic structure 'Region' as their base-platform. It is justified how Region fixes a very seri-ous hidden gap of the giant subject Algebra. Consequently, it is also justified why Re-gion is most important but minimal algebraic structure in Algebra. The integration of generalizations of these four branches if considered as a single one, may be termed as 'Region Mathematics', and thus which may be regarded as a new branch in Pure Mathematics. The sub-title of the book is 'a new generation of College level math-ematics for applications in all STEM subjects, AI, Data Science and Modern Sta-tistics'; because it is the beginning of thinking new ways to deal with 'objects' of this universe, to deal with unstructured or semi-structured data involved with STEM subjects. 152 pp. Englisch. Bestandsnummer des Verkäufers 9786630243642
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Paperback. Zustand: new. Paperback. This book entitled 'ALGEBRA' to 'NUMBER THEORY' to 'GEOMETRY': Re-cent Developments in Pure Mathematics at it's Fundamental Level to support the AI-era in this century deals with the generalization of the following four basic areas of the subject Pure Mathematics: (i) Algebra, (ii) Number Theory, (iii) Calculus, and (iv) Geometry. All these four branches are generalized on the basis of a newly introduced algebraic structure 'Region' as their base-platform. It is justified how Region fixes a very seri-ous hidden gap of the giant subject Algebra. Consequently, it is also justified why Re-gion is most important but minimal algebraic structure in Algebra. The integration of generalizations of these four branches if considered as a single one, may be termed as "Region Mathematics", and thus which may be regarded as a new branch in Pure Mathematics. The sub-title of the book is "a new generation of College level math-ematics for applications in all STEM subjects, AI, Data Science and Modern Sta-tistics"; because it is the beginning of thinking new ways to deal with "objects" of this universe, to deal with unstructured or semi-structured data involved with STEM subjects. This item is printed on demand. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability. Bestandsnummer des Verkäufers 9786630243642
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