‎Mathematics‎

‎BIBBY, JOHN and HELGE TOUTENBURG.‎

‎Prediction an improved Estimation in Linear Models.‎

‎Chichester, (1979). Orig. full cloth with dustjacket. XIII,188 pp.‎

Bookseller reference : 28804

‎BIBHUTIBHUSAN DATTA, AVADHESH NARAYAN SINGH‎

‎HISTORY OF HINDU MATHEMATICS: A SOURCE BOOK (Part- I-NUMERAL NOTATION AND ARITHMETIC, Part- II- ALGEBRA) Volume in 2 parts [Hardcover] Volume in 2 parts‎

‎About the Book:-History of Hindu Mathematics: A Source Book is a treatise on the history of Indian mathematics. Originally published in two parts in 1930's. Part 1 of the book is divided into chapters. Chapter 1 gives details of the various methods employed by the Hindus for denoting numbers. The chapter also contains details of the gradual evolution of the decimal place value notation in India. Chapter 2 deals with arithmetic in general and it contains the details of various methods for performing the arithmetical operations using a "board". The evolution of the operations of addition, subtraction, multiplication, division, squaring, cubing, and the extraction square root and cube root are all discussed in detail. The whole of Part 2, running to about 307 pages, constitutes just one chapter numbered as Chapter 3 of the book. Some of the topics discussed in this chapter are linear equations with one unknown and with two unknowns, quadratic equations, linear indeterminate equations, solutions of equations of the form Nx2 + 1 = y2, indeterminate equations of higher degrees, and rational triangles. About the Author:- Bibhutibhushan Datta (1888 –1958) was a historian of Indian mathematics. He was a student of Ganesh Prasad, studied at University of Calcutta and secured the master's degree in mathematics in 1914 and doctorate degree in 1920 in applied mathematics. He taught at Calcutta University where he was lecturer at University Science College, and during 1924–1929 he was Rhashbehari Ghosh Professor of Applied Mathematics. During the 1920s and 1930s he created a reputation as an authority on the history of Indian mathematics. He was also deeply interested in Indian philosophy and religion. In 1929 he retired from his professorship and left the university in 1933, and became a sannyasin (an ascetic, a person who has renounced worldly pleasures) in 1938 under the name Swami Vidyaranya. History of Hindu Mathematics: A Source Book, written by him jointly with Avadhesh Narayan Singh (1901–1954) became a standard reference in the history of Indian mathematics. He also wrote a monograph on the Shulba Sutras. He published more than 70 research papers mostly related to history of Indian mathematics. The Title 'HISTORY OF HINDU MATHEMATICS: A SOURCE BOOK (Part- I-NUMERAL NOTATION AND ARITHMETIC, Part- II- ALGEBRA) written/authored/edited by BIBHUTIBHUSAN DATTA, AVADHESH NARAYAN SINGH', published in the year 2021. The ISBN 9788121249720 is assigned to the Hardcover version of this title. This book has total of pp. 621 (Pages). The publisher of this title is Gyan Publishing House. This Book is in English. The subject of this book is History, Mathematics. Size of the book is 14.34 x 22.59 cms Vol:- in 2 parts‎

‎BIBHUTIBHUSAN DATTA, AVADHESH NARAYAN SINGH‎

‎HISTORY OF HINDU MATHEMATICS: A SOURCE BOOK (Part- I-NUMERAL NOTATION AND ARITHMETIC) Volume Part 1st [Hardcover] Volume Part 1st‎

‎About the Book:-History of Hindu Mathematics: A Source Book is a treatise on the history of Indian mathematics. Originally published in two parts in 1930's. Part 1 of the book is divided into chapters. Chapter 1 gives details of the various methods employed by the Hindus for denoting numbers. The chapter also contains details of the gradual evolution of the decimal place value notation in India. Chapter 2 deals with arithmetic in general and it contains the details of various methods for performing the arithmetical operations using a "board". The evolution of the operations of addition, subtraction, multiplication, division, squaring, cubing, and the extraction square root and cube root are all discussed in detail. The whole of Part 2, running to about 307 pages, constitutes just one chapter numbered as Chapter 3 of the book. Some of the topics discussed in this chapter are linear equations with one unknown and with two unknowns, quadratic equations, linear indeterminate equations, solutions of equations of the form Nx2 + 1 = y2, indeterminate equations of higher degrees, and rational triangles. About the Author:- Bibhutibhushan Datta (1888 –1958) was a historian of Indian mathematics. He was a student of Ganesh Prasad, studied at University of Calcutta and secured the master's degree in mathematics in 1914 and doctorate degree in 1920 in applied mathematics. He taught at Calcutta University where he was lecturer at University Science College, and during 1924–1929 he was Rhashbehari Ghosh Professor of Applied Mathematics. During the 1920s and 1930s he created a reputation as an authority on the history of Indian mathematics. He was also deeply interested in Indian philosophy and religion. In 1929 he retired from his professorship and left the university in 1933, and became a sannyasin (an ascetic, a person who has renounced worldly pleasures) in 1938 under the name Swami Vidyaranya. History of Hindu Mathematics: A Source Book, written by him jointly with Avadhesh Narayan Singh (1901–1954) became a standard reference in the history of Indian mathematics. He also wrote a monograph on the Shulba Sutras. He published more than 70 research papers mostly related to history of Indian mathematics. The Title 'HISTORY OF HINDU MATHEMATICS: A SOURCE BOOK (Part- I-NUMERAL NOTATION AND ARITHMETIC) written/authored/edited by BIBHUTIBHUSAN DATTA, AVADHESH NARAYAN SINGH', published in the year 2021. The ISBN 9788121249713 is assigned to the Hardcover version of this title. This book has total of pp. 283 (Pages). The publisher of this title is Gyan Publishing House. This Book is in English. The subject of this book is History, Mathematics. Size of the book is 14.34 x 22.59 cms Vol:- Part 1st‎

‎BIBHUTIBHUSAN DATTA, AVADHESH NARAYAN SINGH‎

‎HISTORY OF HINDU MATHEMATICS: A SOURCE BOOK (Part- II- ALGEBRA) Volume Part 2nd Volume Part 2nd‎

‎About the Book:-History of Hindu Mathematics: A Source Book is a treatise on the history of Indian mathematics. Originally published in two parts in 1930's. Part 1 of the book is divided into chapters. Chapter 1 gives details of the various methods employed by the Hindus for denoting numbers. The chapter also contains details of the gradual evolution of the decimal place value notation in India. Chapter 2 deals with arithmetic in general and it contains the details of various methods for performing the arithmetical operations using a "board". The evolution of the operations of addition, subtraction, multiplication, division, squaring, cubing, and the extraction square root and cube root are all discussed in detail. The whole of Part 2, running to about 307 pages, constitutes just one chapter numbered as Chapter 3 of the book. Some of the topics discussed in this chapter are linear equations with one unknown and with two unknowns, quadratic equations, linear indeterminate equations, solutions of equations of the form Nx2 + 1 = y2, indeterminate equations of higher degrees, and rational triangles. About the Author:- Bibhutibhushan Datta (1888 –1958) was a historian of Indian mathematics. He was a student of Ganesh Prasad, studied at University of Calcutta and secured the master's degree in mathematics in 1914 and doctorate degree in 1920 in applied mathematics. He taught at Calcutta University where he was lecturer at University Science College, and during 1924–1929 he was Rhashbehari Ghosh Professor of Applied Mathematics. During the 1920s and 1930s he created a reputation as an authority on the history of Indian mathematics. He was also deeply interested in Indian philosophy and religion. In 1929 he retired from his professorship and left the university in 1933, and became a sannyasin (an ascetic, a person who has renounced worldly pleasures) in 1938 under the name Swami Vidyaranya. History of Hindu Mathematics: A Source Book, written by him jointly with Avadhesh Narayan Singh (1901–1954) became a standard reference in the history of Indian mathematics. He also wrote a monograph on the Shulba Sutras. He published more than 70 research papers mostly related to history of Indian mathematics. The Title 'HISTORY OF HINDU MATHEMATICS: A SOURCE BOOK (Part- II- ALGEBRA) written/authored/edited by BIBHUTIBHUSAN DATTA, AVADHESH NARAYAN SINGH', published in the year 2021. The ISBN 9788121260305 is assigned to the Paperback version of this title. This book has total of pp. 338 (Pages). The publisher of this title is Gyan Publishing House. This Book is in English. The subject of this book is History, Mathematics. Size of the book is 13.34 x 21.59 cms Vol:- Part 2nd‎

‎BICKLEY (W. G.) - THOMPSON (R. S. H. G.).-‎

‎Matrices. Their meaning and manipulation.‎

‎London, English Universities Press, 1964, in 8° relié pleine toile bordeaux de l'éditeur, XIII-168 pages.‎

‎PHOTOS sur DEMANDE. ...................... Photos sur demande ...................‎

Bookseller reference : 52702

‎Bicchieri, Christina (Ed)‎

‎The Dynamics of Norms‎

‎Cambridge University Press 1996. This is an ex-library book and may have the usual library/used-book markings inside.This book has hardback covers. In good all round condition. No dust jacket. Please note the Image in this listing is a stock photo and may not match the covers of the actual item550grams ISBN:0521560624 Cambridge University Press hardcover‎

Bookseller reference : 4132344 ISBN : 0521560624 9780521560627

‎BIEHLER, Charles‎

‎[ Lot de 9 titres en édition originale ] Notes d'Algèbre. Sur les Equations linéaires. [ On joint : ] Théorie des Points singuliers dans les Courbes algébriques [ On joint : ] Sur l'élimination [ On joint : ] Sur la construction algébrique autour d'un de ses points [ On joint : ] Note d'Algèbre. Sur la transformation des équations et sur le calcul des fonctions symétriques des racines d'une équation [ On joint : ] Sur la Théorie des Formes et la Théorie des Equations [ On joint : ] Sur la théorie des équations et sur les Séries [ On joint : ] Notes de géométrie analytique sur les Surfaces du second ordre [ On joint : ] Sur la division des Arcs en trigonométrie. Sur les équations binômes.‎

‎9 vol. in-8 br., Gauthier-Villars puis Gauthier-Villars et Fils, Paris, 1880-1891 : Notes d'Algèbre. Sur les Equations linéaires, 1880, 31 pp. [ On joint : ] Théorie des Points singuliers dans les Courbes algébriques, 1882, 48 pp. [ On joint : ] Sur l'élimination, 1883, 16 pp. [ On joint : ] Sur la construction algébrique autour d'un de ses points, 1883, 32 pp. [ On joint : ] Note d'Algèbre. Sur la transformation des équations et sur le calcul des fonctions symétriques des racines d'une équation, 1884, 16 pp. [ On joint : ] Sur la Théorie des Formes et la Théorie des Equations, 1887, 40 pp. [ On joint : ] Sur la théorie des équations et sur les Séries, 1889, 51 pp. [ On joint : ] Notes de géométrie analytique sur les Surfaces du second ordre, 1890, 52 pp. [ On joint : ] Sur la division des Arcs en trigonométrie. Sur les équations binômes, 1891, 18 pp.‎

‎Très rare ensemble de tiré-à-parts, en édition originale, dont l'un ("Sur les Equations linéaires") dédicacé par le mathématicien Charles Biehler. Etat satisfaisant (premier titre restauré à l'adhésif au dos, anciens cachets d'institution religieuse en page de titre et cote de bibliothèque au plat sup., bel état intérieur par ailleurs). Prix du lot.‎

Bookseller reference : 29689

‎BIEHLER (C.)‎

‎Sur les développements en séries des fonctions doublement périodiques de troisième espèce‎

‎P., Gauthier-Villars, 1879, un volume in 4, broché, couvertures imprimées (manques de papier en bordure des pages de couvertures), 121pp.‎

‎---- EDITION ORIGINALE de la thèse de doctorat ès sciences mathématiques présentée par C. Biehler, en Avril 1879, à la Faculté des sciences de Paris**562/L7AR.Doss‎

Bookseller reference : 562

‎BIEBERBACH, LUDWIG.‎

‎Theorie der Differentialgleichungen. Zweite neubearbeitete Auflage. Mit 22 Abbildungen.‎

‎Berlin, Springer, 1926. Orig. full cloth. IX,345,(2) pp. Clean and fine.‎

Bookseller reference : 48434

‎BIEL, PET. CHRIST.‎

‎Vorschule der Algebra oder Sammlung von beispielen und Formeln aus der Buchenstabenrecnung. Ein Uebungsbuch in Sculen und beim selbstunterrichte, besonders für die Herzogthümer Schleswig, Holstein und Lauenburg.‎

‎Schleswig, Taubstummen=Institut, 1823. Contemp. hcalf. Gilt spine. Titlelabel with gilt lettering. A paperlabel pasted on top of spine. Stamps on title-page. XVIII,156,96,(2) pp. Some brownspots on title-page, otherwise clean.‎

Bookseller reference : 51136

‎Bieberach, Ludwig‎

‎Theorie der Diffenrentialgleichungen. - Vorlesungen aus dem Gesamtgebiet der gewöhnlichen und partiellen Diff.-gleichungen.‎

‎Berlin Julius Springer (=(Grundlehren der math. Wiss.in Einzeldarstellungen Band VI), 1923. 1. Aufl. mit 19 Textfiguren. OLwd., VII; 317 S., Gr.8°‎

‎* mit Register. ** St.a.T., best., wenige Rotstiftanstreichungen im Text am Anfang des Buches ANY QUESTIONS ?? Please don't hesitate to ask for details !! Besuchen Sie uns zur Antiquariatsmesse in Leipzig 27. - 30. März 2025 !‎

Bookseller reference : 2047

‎BIEBERBACH, L‎

‎Elemente der Funktionentheorie. 3. verb. Aufl.‎

‎Leipzig, Teubner, 1930. Gr.-8vo. 7, 322 S. m. 80 Textfig. (Lehrbuch der Funktionentheorie 1). OLwd.‎

Bookseller reference : 1178346

‎Bieberbach, L‎

‎Theorie der gewöhnlichen Differntialgleichungen auf funktionentheoretischer Grundlage dargestellt.‎

‎Berlin, Göttingen u. Heidelberg, Springer, 1953. IX, 338 S. OLwd. (Die Grundlehren d. mathem. Wiss. in Einzeldarst. 66).‎

Bookseller reference : 193643

‎BIEBERBACH, LUDWIG.‎

‎Vorlesungen über Algebra. Unter Benutzung der dritten Auflage des gleichnamigen Werkes von Gustav Bauer. In vierter Vermehrte Auflage. 16 Figuren im Text und auf 1 Tafel.‎

‎Leipzig, B.G. Teubner, Orig. full buckram. X,334 pp. Name cut from lower right of titlepage, no loss of text. Internally clean and fine.‎

‎BIEL, PET. CHRIST.‎

‎Vorschule der Algebra oder Sammlung von beispielen und Formeln aus der Buchenstabenrecnung. Ein Uebungsbuch in Sculen und beim selbstunterrichte, besonders für die Herzogthümer Schleswig, Holstein und Lauenburg.‎

‎Schleswig, Taubstummen=Institut, 1823. Contemp. hcalf. Gilt spine. Titlelabel with gilt lettering. A paperlabel pasted on top of spine. Stamps on title-page. XVIII,156,96,(2) pp. Some brownspots on title-page, otherwise clean.‎

‎Bielefeld Encounters in Physics and Mathematics (7‎

‎Path Integrals from Mev to Mev: Selected Papers from the Symposium Held at the Bielefeld Center for Interdisciplinary Research on August 5-9 1985‎

‎hardcover. Good. Access codes and supplements are not guaranteed with used items. May be an ex-library book. hardcover‎

Bookseller reference : 9971500663.G ISBN : 9971500663 9789971500665

‎Bien, Z‎

‎Analizy grafów przejscia.‎

‎Warszawa, 1978. 36 S. OBr. Klammerbind. etwas angerostet. (Prace IPI PAN 321)‎

Bookseller reference : 177333

‎BIERBACH, LUDWIG.‎

‎Theorie der Differentialgleichungen. 3. Aufl.‎

‎Bln. 1930. Lex8vo. 396 pp.‎

‎Biermann, K.-R‎

‎Vorschläge zur Wahl v. Mathematikern in die Berliner Akademie. E. Beitr. zur Gelehrten- u. Mathematikgeschichte d. 19. Jh.‎

‎Berlin, Akad.-Vlg. 1960. 75 S. (DAW. Abh. d. Kl. f. Math... 1960/3).‎

Bookseller reference : 118217

‎Biggs, Norman‎

‎Cambridge Mathematical Library: Algebraic Graph Theory‎

‎Cambridge University Press 1993. This is an ex-library book and may have the usual library/used-book markings inside.This book has soft covers. In good all round condition. Please note the Image in this listing is a stock photo and may not match the covers of the actual item400grams ISBN:0521458978 Cambridge University Press paperback‎

Bookseller reference : 5759675 ISBN : 0521458978 9780521458979

‎BILLY, P. IACOBO de. [JACQUES de BILLY].‎

‎Diophanti Redividi, pars prior + posterior. In qua, non casu, ut putatum est, sed certissima methodo, &analysi subtiliore, innumera enodantur Problemata, quae (aliud quàm) Triangulum Rectangulum spectant. - [FOUNDATIONAL WORK IN THE EARLY DEVELOPMENT OF NUMBER THEORY]‎

‎Lugduni [Lyon], Apud Ioannem Thioly, 1670. 8vo. Contemporary half calf with simple gilding to spine. Gilt title-label to spine partly missing. Four tiny worm-holes to upper front hinge, just touching front free end-papers and nothing else. Minor edge-wear, but a nice, clean, and tight binding. Ex-libris stamps to title-page (one being R.D.-E. Gelin's, the other unlegible but probably a theological library). Mostly very faint marginal dampstaining to lower margin thorughout, not touching text. Neat old owner's name to inside of front board (Soldner). Without the two blank leaves between the end of the dedication and the beginning of the text (there is clearly no leaf with any text lacking there is either a pagination-error, or there has been one or two blank leaves between the end of the dedication and the beginning of the work. In the other copies that we have been able to find collations of, there has been no leaf a4 nor A1 either - there is no doubt that the text is complete), and without the blank leaf after the end of Part One, but with two blanks at the end of Part Two. (8) pp., pp. 3-302" 140 pp. + two blank leaves.‎

‎Etremely scarce first edition of Jacques de Billy's mathematical magnum opus, known primarily as ""Diophantus Redivivus"" (i.e. ""Diophantus Restored""), in which he gives some of the most important solutions to Diophantine problems, of which he was an expert. The work is highly important within the field of number theory and counts as one of the greatest testimonies to the early development of this branch of mathematics. The copy has belonged to the famous mathematician Johann Georg von Soldner (of the Soldner coordinate system). It was partly due to the rediscovery of Diophantus in the 16th century that Fermat reached his famous ""last theorem"" in the middle of the 17th century, when reading Diphantus' ""Arithmetica"" and engaging himself with the problems presented here. Jacques de Billy (1602-1679), a French Jesuit, who taught mathematics and theology and received the first professorship of mathematics at the Collège de Dijon, was highly interested in the problems that Diophantus had presented in his famous work, and some time before 1659, an active correspondence began between himself and Fermat, which led to, among other things, the his important ""Diophantus Redivivus"". The work includes many of Fermat's discoveries within the field as well as Billy's own take on them.Before a professorship of mathematics had been created at the Collège de Dijon, the mathematical enthusiast Jacques de Billy was master of studies and professor of theology. His love for mathematics meant, however, that he taught the students privately, and one of the most eager students that he thus privately taught was Jacques Ozanan, in whom Billy instilled a profound love for calculus.The only auction-records that we have been able to locate of the present work are that of Macclesfield (2004) and that of Honeyman (1978), both of which are without leaves between a3 and A2, thus lacking these two blanks (if they have ever been there). The Macclesfield-copy has the blank leaf after Part One and the two final blanks at the end of Part Two, but not the other (possible) blanks. The Honeyman-copy lacks all blank leaves, but only these, it seems.Brunet I: 946, stating ""Recherché et rare"" (collation: 302 et 140 pp.). Not in Poggendorf, not in Graesse.The previous owner Johann Georg von Soldner (1776-1833) was a famous German physicist, mathematician and astronomer, early on renowned for his great talent for mathematics (though almost completely self-taught). The Soldner coordinate system, which was in use until the middle of the 20th century in Germany, was named after him, as was the Ramaunajan-Soldner constant, but today he is probably primarily remembered for the final conclusion of light being diverted by heavenly bodies. It was Soldner that Einstein was accused of plagiarizing, when he calculated and published a value for the amount of gravitational light-bending in light skimming the Sun in 1911.""Soldner was simple and reserved in manner, and he valued ral scholarship for its own sake. His painstaiking observational work on the detection of motion among fixed stars could be of value only to future generations of astronomers and illustrates the unselfish spirit of his work. His writings are clear and concise, and he avoided repetionon of what was already common knowledge."" (D.S.B. XII:518).‎

Bookseller reference : 42454

‎BILBERG, JOHAN. (JOHANNES JOHN JOHANN).‎

‎Elementa Geometriae Planae ac Solidae, una cum Sphaericorum doctrina atq praxi Trigonometrica. Ad ductum veterum juxta ac recentium Mathematicorum, in usum juventutis patriae peculiari methodo conscripta, necessariisq " demonstrationibus illustrata. E...‎

‎Stockholm, B.Wankijfwii, Ol...Sumptibus Joh. Siwertz, 1691. Small 8vo. Contemp. full vellum. Minor spots to covers. (8),191,(1) pp., 4 folded engraved plates, textillustrations. A few annotations in old hand. A few brownspots, but well-preserved.‎

‎BILLET M.F.‎

‎TRAITE D'OPTIQUE PHYSIQUE : TOME SECOND.‎

‎MALLET-BACHELIER. 1859. In-8 Carré. Relié demi-cuir. Etat d'usage. Couv. convenable. Dos abîmé. Intérieur frais. XVI + 640 pages + 7 planches depliantes en noir et blanc (paingées de VIII à XIV). Plats et contre-plats jaspés - Auteur, titre, filets et fleurons dorés au dos - Dos à 4 nerfs - Dos frotté. 3 PHOTOS DISPONIBLES -‎

‎BILLY, P. IACOBO de. [JACQUES de BILLY].‎

‎Diophanti Redividi, pars prior + posterior. In qua, non casu, ut putatum est, sed certissima methodo, &analysi subtiliore, innumera enodantur Problemata, quae (aliud quàm) Triangulum Rectangulum spectant. - [FOUNDATIONAL WORK IN THE EARLY DEVELOPMENT OF NUMBER THEORY]‎

‎Lugduni [Lyon], Apud Ioannem Thioly, 1670. 8vo. Contemporary half calf with simple gilding to spine. Gilt title-label to spine partly missing. Four tiny worm-holes to upper front hinge, just touching front free end-papers and nothing else. Minor edge-wear, but a nice, clean, and tight binding. Ex-libris stamps to title-page (one being R.D.-E. Gelin's, the other unlegible but probably a theological library). Mostly very faint marginal dampstaining to lower margin thorughout, not touching text. Neat old owner's name to inside of front board (Soldner). Without the two blank leaves between the end of the dedication and the beginning of the text (there is clearly no leaf with any text lacking there is either a pagination-error, or there has been one or two blank leaves between the end of the dedication and the beginning of the work. In the other copies that we have been able to find collations of, there has been no leaf a4 nor A1 either - there is no doubt that the text is complete), and without the blank leaf after the end of Part One, but with two blanks at the end of Part Two. (8) pp., pp. 3-302 " 140 pp. + two blank leaves.‎

‎Bindel E.‎

‎Les éléments spirituels des nombres‎

‎Payot. 1960. In-8. Broché. Etat d'usage, Couv. légèrement passée, Dos satisfaisant, Rousseurs. 276 pages. 92 schémas en noir et blanc, dans et hors texte. Nombreuses rousseurs.. . . . Classification Dewey : 510-Mathématiques‎

‎Bibliothèque scientifique. Classification Dewey : 510-Mathématiques‎

Bookseller reference : RO30328133