Leonhard Euler Opera Omnia

Gebonden Duits 2023 9783031208706
Verwachte levertijd ongeveer 9 werkdagen
10.153,23

Samenvatting

Edited by the Euler Committee of the Swiss Academy of Science in collaboration with numerous specialists Editorial Board of Series I–III: H.-C. Im Hof (Chief Editor) Th. Steiner International Editorial Board of Series IV: A. Kleinert (Chief Editor) V. Hug / M. Mattmüller / G.K. Mikhajlov / F. Nagel / N. Schappacher / Th. Steiner 
Euler‘s papers and books are fundamental to every branch of the mathematical sciences. The edition of the series I, II and III is limited, for the most part, to republication of works that Euler himself prepared for press. The texts are reprinted in the original language, most frequently French or Latin. The fourth series (Series IVA) is devoted to Euler’s correspondence; here, along with the texts of the letters in the original language, translations into the “editing language” of each volume have been added.

Specificaties

ISBN13:9783031208706
Taal:Duits
Bindwijze:gebonden
Uitgever:Springer Nature Switzerland

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Inhoudsopgave

Set of ​84 volumes of Leonhard Euler's work.- Complete Guide to Algebra.-&nbsp;Basics of differential calculus.- Basics of integral calculus 1st part.- Basics of integral calculus 2nd part.- Basics of integral calculus 3rd part.- Analytical comments related to the theory of infinite series 1st part.- Analytical comments related to the theory of infinite series 2nd part.- Analytical comments related to the theory of infinite series 3rd part, 1st section.- Analytical comments related to the theory of infinite series 3rd part, 2nd section.- Analytical comments related to the theory of integrals 1st part.- Analytical comments related to the theory of integrals 2nd part.- Analytical comments related to the theory 3rd part.- Arithmetic comments.- Analytical comments related to the theory of elliptic integrals 1st part.- Analytical comments related to the theory of elliptic integrals 2nd part.- Analytical comments related to the theory of differential equations 1st part.- Analytical comments related to the theory of differential equations 2nd part.- The method of finding curved lines enjoying the maximum-minimum property or the solution of the isoperimetric problem in the broadest sense accepted. - Analytical comments related to the calculus of variations.- Geometric comments 1st part.- Geometric comments 2nd part.- Geometric comments 3rd part.- Geometric comments 4th part.- Arithmetical comments 2nd part.- Arithmetical comments 3rd part.- Arithmetical comments 4th part. - Algebraic comments relating to the theory of equations.- Algebraic comments relating to the theory of combinations and probabilities Introduction to the analysis of the infinitesimals 1st part.- Introduction to the analysis of the infinitesimals 2nd part.- Mechanics or the science of motion analytically presented 1st part.- Mechanical comments relating to the theory of flexible and elastic bodies 1st part.- Mechanical comments relating to the theory of flexible and elastic bodies 2nd part /1st section.- The rational mechanics of flexible or elastic bodies 1638 - 1788.- Mechanical comments relating to the theory of fluid bodies 1st part.- Mechanical comments relating to the theory of fluid bodies 2nd part.- Neue Grundsätze der Artillerie.- Mechanical comments related to the theory of machines 1st part.- Mechanical comments related to the theory of machines 2nd part.- Mechanical comments related to the theory of machines 3rd part.- Naval science 1st part.- Naval science 2nd part.- Mechanics or the science of motion analytically explained 2nd part.- Mechanical and astronomical comments pertaining to naval science 1st part.- Mechanical and astronomical comments pertaining to naval science 2nd part.- The theory of the motions of the moon treated with a new method.- Sun and Moon I.- Sun and Moon II.- Astronomical comments relating to the theory of disturbances 1st part .- Astronomical comments relating to the theory of disturbances 2nd part.- Astronomical comments relating to the theory of disturbances 3rd part .- Astronomical comments relating to the theory of the motions of planets and comets Pertinent.- Astronomical comments relating to precession and declination. First part.-&nbsp;The theory of the motion of solid or rigid bodies established from the first principles of our knowledge and adapted to all the motions that can fall into such bodies 1st part.- Astronomical observations relating to precession and precession. Second part.- Mechanical and astronomical comments pertaining to physics.- The theory of motion of solid or rigid bodies established from the first principles of our knowledge and adapted to all motions that can fall into such bodies 2nd part.- Mechanical comments. Mechanical principles.- Techanical comments pertaining to the theory of motion of points 1st part .- Mechanical comments pertaining to the theory of motion of points 2nd part.- Mechanics of solid bodies 1st part.- Mechanics of solid bodies 2nd part.-&nbsp;Physical Comments Related to General Physics and the Theory of Sound.- Physical Comments related to the theory of heat, electricity and magnetism.- Lettres a une princesse d'Allemagne 1st part .- Lettres a une princesse d'Allemagne 2nd part.- Rechenkunst Accessed Relevant and Miscellaneous General Physics.- Dioptric 1st part.- Dioptric 2nd part .- Optical comments 1.- Optical comments 2nd part.- Optical comments 3rd part .-&nbsp; Optical comments 4th part.- Optical comments 5th part.- Leonhardi Euleri Commercium Epistolicum / Leonhard Euler Correspondence .-&nbsp; Correspondence of Leonhard Euler with Johann I Bernoulli and Niklaus I Bernoulli.- Correspondence with Daniel Bernoulli.- Correspondence with Daniel Bernoulli.- Correspondence of Leonhard Euler with Christian Goldbach.- Correspondence of Leonhard Euler with Christian Goldbach.- Correspondence de Leonhard Euler avec AC Clairaut, J. d'Alembert and JL Lagrange.-Correspondence of Leonhard Euler with P.-LM de Maupertuis and Frederic II.- Correspondence of Leonhard Euler with Swiss scholars in French language.- Correspondence of Leonhard Euler with Johann Andreas von Segner and other scholars from Halle.<div><div><br></div></div>

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        Leonhard Euler Opera Omnia