luca pacioli (113 Ergebnisse)

hardcover. Zustand: Very Good.

Zustand: New. In.

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Zustand: MOLTO BUONO. cm.21,5x28, pp.88 illustrazioni, Buenos Aires Argentina, Ediciones Uade cm.21,5x28, pp.88 illustrazioni, legatura editoriale cartonata con sopracoperta figurata a colori. legatura editoriale cartonata con sopracoperta figurata a colori.

PAP. Zustand: New. New Book. Shipped from UK. Established seller since 2000.

Zustand: Gut. Da Vinci, Leonardo (illustrator). Zustand: Gut - Gebrauchs- und Lagerspuren. Außen: angestoßen. | Seiten: 298 | Sprache: Italienisch | Produktart: Bücher.

Zustand: New. In.

Zustand: New. In.

Taschenbuch. Zustand: Neu. Neuware - Leonardo da Vinci and the Pacioli Code by Jerzy K. Kulski was published in 2019 to mark the 500th anniversary of Leonardo's death at 67-years of age on May 2 in Amboise in France. This illustrated ( 160 images) and referenced book honours and celebrates Leonardo's life and accomplishments in art, science and his philosophy on dialectics, linear perspective, geometric variations, divine proportion, vision, perception and anamorphosis. It highlights and commemorates his friendship with the Franciscan friar and mathematician, Fra Luca Pacioli. The author focuses particularly on the subjects, objects, pictorial codes and hidden messages contained within the mysterious portrait entitled Fra Luca Pacioli and Student that is held at the National Museum of Capodimonte in Naples and officially attributed to the Venetian painter Jacopo de' Barbari. However, this official attribution is questionable because the painting shows all the typical signatures, mysteries, cryptograms, geometric proportions, symbols and praxis of Leonardo da Vinci. It is a fantastical Renaissance masterpiece drawn and painted with science, wit, guile and artistry by an innovator communicating with puzzling rebuses and psychological imagery. Kulski describes and analyses the science, mathematics, geometry, symbolism, history and pictorial codification of the portraiture of the Franciscan friar Luca Pacioli, the condottiero and jouster Galeazzo Sanseverino, Leonardo's signature rhombicuboctahedron hanging in space from a red thread, an enigmatic black fly, together with a cryptogram, IACO. B AR. VIGEN NIS. P.1495, that encodes the political intrigues in the Duchy of Milan during the time of Leonardo da Vinci. The exposition explores Leonardo's 5-year working relationship with Fra Luca Pacioli on Euclidian geometry, regular solids and the divine proportion, together with the support and intrigues of their powerful and rich sponsors, Galeazzo Sanseverino and his father-in-law Ludovico Sforza, the Duke of Milan, who inspired the portraiture. This book is dedicated to the Italian Renaissance art researcher Carla Glori who deciphered the mysterious code associated with the menacing black fly on the yellowed, encrypted cartouche and proved beyond reasonable doubt that the painting originated from the studio of Leonardo da Vinci when he still was entangled in various disputes with his other major art works, The Virgin of the Rocks, The Last Supper, Mona Lisa and the giant equestrian statue known as Colossus. The 21 chapters also contain 160 images and a bibliography of 250 cited books, journal references and Internet web pages.

HRD. Zustand: New. New Book. Shipped from UK. Established seller since 2000.

Zustand: very good. Gut/Very good: Buch bzw. Schutzumschlag mit wenigen Gebrauchsspuren an Einband, Schutzumschlag oder Seiten. / Describes a book or dust jacket that does show some signs of wear on either the binding, dust jacket or pages.

Zustand: New. In.

Zustand: New. In.

Zustand: New. In.

Zustand: New. In.

Zustand: New. In.

Zustand: New. In.

gebundene Ausgabe. Zustand: Gut. 162 Seiten; Das hier angebotene Buch stammt aus einer teilaufgelösten Bibliothek und kann die entsprechenden Kennzeichnungen aufweisen (Rückenschild, Instituts-Stempel.); der Buchzustand ist ansonsten ordentlich und dem Alter entsprechend gut. Sprache: Deutsch Gewicht in Gramm: 355.

Tapa dura/ Tela. Zustand: Muy buena. Zustand des Schutzumschlags: Buena. Segunda Edicion. Obra Muy Necesaria a Todos Los Ingenieros Perspicaces y Curiosos, Con La Que todo Estudioso De Filosofía, Perspectiva, Pintura, Ecultura, Arquitectura, Música y Otras Disciplinas Matemáticas conseguirá Suavisima, Sutil y Admirable Doctrina, y se deleitará Con Varias Cuestiones De Secretísima Ciencia. traducción Del Italiano, De La Edición De 1509, Por Ricardo Resta. Prólogo De Aldo Meli. Soneo de Rafael Alberti. Contiene 25 Láminas Fuera Del Texto En Huecograbado. La tapa presenta dos pequeños puntos de cárcoma. 20 X 27,5 Cms., 346 Pp.

Tapa dura/ Tela. Zustand: Muy buena. Zustand des Schutzumschlags: Buena. 28 x 20 Cms. 348 Pp.

Paperback. Zustand: Gut. XV, 717 p.: Ill. Lediglich der Einband ist leicht berieben, sonst ein gutes und sauberes Exemplar / Only the cover is slightly rubbed, otherwise a good and clean copy. - Contents Chapter I. Primitive Origins 1 The concept of number. 2 Early number bases. 3 Number language and the origin of counting. 4 Origin of geometry. Chapter II. Egypt 1 Early records. 2 Hieroglyphic notation. 3 Ahmes papyrus. 4 Unit fractions. 5 Arithmetic operations. 6 Algebraic problems. 7 Geometrical problems. 8 A trigonometric ratio. 9 Moscow papyrus. 10 Mathematical weaknesses. Chapter III. Mesopotamia 1 Cuneiform records. 2 Positional numeration. 3 Sexagesimal fractions. 4 Fundamental operations. 5 Algebraic problems. 6 Quadratic equations. 7 Cubic equations. 8 Pythagorean triads. 9 Polygonal areas. 10 Geometry as applied arithmetic. 11 Mathematical weaknesses. Chapter IV. Ionia and the Pythagoreans 1 Greek origins. 2 Thales of Miletus. 3 Pythagoras of Samos. 4 The Pythagorean pentagram. 5 Number mysticism. 6 Arithmetic and cosmology. 7 Figurate numbers. 8 Proportions. 9 Attic numeration. 10 Ionian numeration. 11 Arithmetic and logistic. Chapter V. The Heroic Age 1 Centers of activity. 2 Anaxagoras of Clazomenae. 3 Three famous problems. 4 Quadrature of lunes. 5 Continued proportions. 6 Hippias of Ellis. 7 Philolaus and Archytas of Tarentum. 8 Duplication of the cube. 9 Incommensurability. 10 The golden section. 11 Paradoxes of Zeno. 12 Deductive reasoning. 13 Geometrical algebra. 14 Democritus of Abdera. Chapter VI. The Age of Plato and Aristotle 1 The seven liberal arts. 2 Socrates. 3 Platonic solids. 4 Theodorus of Cyrene. 5 Platonic arithmetic and geometry. 6 Origin of analysis. 7 Eudoxus of Cnidus. 8 Method of exhaustion. 9 Mathematical astronomy. 10 Menaech- mus. 11 Duplication of the cube. 12 Dinostratus and the squaring of the circle. 13 Autolycus of Pitane. 14 Aristotle. 15 End of the Hellenic period. Chapter VII. Euclid of Alexandria 1 Author of the Elements. 2 Other works. 3 Purpose of the Elements. 4 Definitions and postulates. 5 Scope of Book I. 6 Geometrical algebra. 7 Books III and IV. 8 Theory of proportion. 9 Theory of numbers. 10 Prime and perfect numbers. 11 Incommensurability. 12 Solid geometry. 13 Apocrypha. 14 Influence of the Elements. Chapter VIII. Archimedes of Syracuse I The siege of Syracuse. 2 Law of the lever. 3 The hydrostatic principle. 4 The Sand-Reckoner. 5 Measurement of the circle. 6 Angle trisection. 7 Area of a parabolic segment. 8 Volume of a paraboloidal segment. 9 Segment of a sphere. 10 On the Sphere and Cylinder. 11 Book of Lemmas. 12 Semiregular solids and trigonometry. 13 The Method. 14 Volume ofa sphere. 15 Recovery of the Method. Chapter IX. Apollonius of Perga 1 Lost works. 2 Restorations of lost works. 3 The problem of Apollonius. 4 Cycles and epicycles. 5 The Conics. 6 Names of the conic sections. 7 The double-napped cone. 8 Fundamental properties. 9 Conjugate diameters. 10 Tangents and harmonic division. 11 The three-and-four-line locus. 12 Intersecting conics. 13 Maxima and minima, tangents and normals. 14 Similar conics. 15 Foci of conics. 16 Use of coordinates. Chapter X. Greek Trigonometry and Mensuration 1 Early trigonometry. 2 Aristarchus of Samos. 3 Eratosthenes of Cyrene. 4 Hipparchus of Nicaea. 5 Menelaus of Alexandria. 6 Ptolemy's Almagest. 7 The 360 degree circle. 8 Construction of tables. 9 Ptolemaic astronomy. 10 Other works by Ptolemy. 11 Optics and astrology. 12 Heron of Alexandria. 13 Principle of least distance. 14 Decline of Greek mathematics. Chapter XI. Revival and Decline of Greek Mathematics 1 Applied mathematics. 2 Diophantus of Alexandria. 3 Nicomachus of Gerasa. 4 The Arithmetica of Diophantus. 5 Diophantine problems. 6 The place of Diophantus in algebra. 7 Pappus of A lexandria. 8 The Collection. 9 Theorems of Pappus. 10 The Pappus problem. 11 The Treasury of Analysis. 12 The Pappus-Guldin theorems. 13 Proclus of Alexandria. 14 Boethius. 15 End of the Alexandrian period. 16 The Greek Anthology. 17 Byzantine mathematicians of the sixth century. Chapter XII. China and India 1 The oldest documents. 2 The Nine Chapters. 3 Magic squares. 4 Rod numerals. 5 The abacus and decimal fractions. 6 Values of pi. 7 Algebra and Horner's method. 8 Thirteenth-century mathematicians. 9 The arithmetic triangle. 10 Early mathematics in India. 11 The Sulvasutras. 12 The Siddhantas. 13 Aryabhata. 14 Hindu numerals. 15 The symbol for zero. 16 Hindu trigonometry. 17 Hindu multiplication. 18 Long division. 19 Brahmagupta. 20 Brahmagupta's formula. 21 Indeterminate equations. 22 Bhaskara. 23 The Lilavati. 24 Ramanujan. Chapter XIII. The Arabic Hegemony 1 Arabic conquests. 2 The House of Wisdom. 3 Al-jabr. 4 Quadratic equations. 5 The father of algebra. 6 Geometric foundation. 7 Algebraic problems. 8 A problem from Heron. 9 Abd al-Hamid ibn-Turk. 10 Thabit ibn-Qurra. 11 Arabic numerals. 12 Arabic trigonometry. 13 Abu'l-Wefa and al- Karkhi. 14 Al-Biruni and Alhazen. 15 Omar Khayyam. 16 The parallel postulate. 17 Nasir Eddin. 18 Al-Kashi. CONTENTS Chapter XIV. Europe in the Middle Ages 1 From Asia to Europe. 2 Byzantine mathematics. 3 The Dark Ages. 4 Alcuin and Gerbert. 5 The century of translation. 6 The spread of Hindu-Arabic numerals. 7 The Liber abaci. 8 The Fibonacci sequence. 9 A solution of a cubic equation. 10 Theory of numbers and geometry. 11 Jordanus Nemor- arius. 12 Campanus of Novara. 13 Learning in the thirteenth century. 14 Medieval kinematics. 15 Thomas Bradwardine. 16 Nicole Oresme. 17 The latitude of forms. 18 Infinite series. 19 Decline of medieval learning. Chapter XV. The Renaissance 1 Humanism. 2 Nicholas of Cusa. 3 Regiomontanus. 4 Application of algebra to geometry. 5 A transitional figure. 6 Nicolas Chuquet's Triparty. 7 Luca Pacioli's Summa. 8 Leonardo da Vinci. 9 Germanic algebras. 10 Cardan's Ars magna. 11 Solution of the cubic equation. 12 Ferrari's solution of the quartic equation. 13 Irreducible cubics and complex numbers. 14 Robert.

Taschenbuch. Zustand: Neu. Was doppelt zählt nicht ewig hält , die doppelte Buchführung als immaterielles Kulturerbe! | Wann entstand die doppelte Buchführung? Wie stellte Luca Pacioli sie dar? Wer führte sie in Deutschland ein? Was davon ist heute noch gültig? | Thomas Scheer | Taschenbuch | Paperback | 194 S. | Deutsch | 2024 | BoD - Books on Demand | EAN 9783759788443 | Verantwortliche Person für die EU: BoD - Books on Demand, In de Tarpen 42, 22848 Norderstedt, info[at]bod[dot]de | Anbieter: preigu.

Gr.4°. Erste Auflage, 160 S. OLeinen, OU. Sprache: Französisch, Mit zahlr. teils farbigen Abbildungen. Schutzumschlag etwas angerändert und mit kleinem Wasserfleck; Einband gering bestoßen. Exemplar Nr. 620 von 1500 Exemplaren.

191 S., 25 Farbtaf. 24 cm . Orig.-Pappbd. mit OU. (tadellos).

Hardcover, 14 x 23 cm. Zustand: Gut. X, 162 S. Gebraucht; gut. Einband berieben, etwas bestoßen. Gebrauchsspuren. Ehemaliges Bibliotheksexemplar mit Stempeln und Signatur. bo121097 Sprache: Deutsch Gewicht in Gramm: 400.

Erste Auflage. 8vo. 191, [1] S. Orig.-Pappband mit Schutzumschlag Verlagsfrisches Exemplar (kein Mängelexemplar).

Zustand: Buone. italiano Condizioni dell'esterno: Buone Condizioni dell'interno: Buone Note: Ristampa anastatica.