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O gazovykh struyakh [in Cyrillic]. (ON GAS STREAMS) -- EDITION ORIGINALE DE LA CELEBRE THESE DE CHAPLYGIN -- TRES RARE
Moscou, 1902; un volume in 8 relié en demi-basane marron à coins (accroc à la coiffe), 5pp., 121pp.
---- EDITIOIN ORIGINALE DE LA THESE DE CHAPLYGIN - TRES RARE ---- "In 1902 Chaplygin published his famous paper O gazovykh struyakh ( On gas streams ) in which he developed a method permitting the solution, in many cases, of the problem of the noncontinuous flow of a compressible gas. With this paper he opened the field of high-velocity aeromechanics. The method devised by Chaplygin made it possible to solve the problem of the flow of a gas stream if, under the limiting conditions, the solution to the corresponding problem of an incompressible liquid is known. The equations derived by Chaplygin for the motion of a compressible fluid are valid for the case in which the velocity of the current never exceeds the speed of sound. He applied this theory to the solution of two problems concerning the stream flow of a compressible fluid : escape from a vessel and flow around a plate that is perpendicular to the direction of flow at infinity... O gazovykh struyakh was Chaplygin's doctoral dissertation. At the time it did not receive wide recognition... The significance of this paper for solving problems in aviation came to light at the beginning of the 1930's, when it became necessary to create a new science about the motion of bodies at velocities equal to and greater than the speed of sound, and for the flow patterns past them. The basis of this new science, gas dynamics, had been laid down by Chaplygin, who thus was more than thirty years ahead of the necessary technology...". (DSB III pp. 194/196) ---- Bibliotheca Mechanica p. 69 (english ed.)-(N° 7)**1160/cart
Leçons sur les ensembles analytiques et leurs applications avec une note de M. SIERPINSKI - Préface de M. Henri LEBESGUE -- EDITION ORIGINALE
P., Gauthier-Villars, 1930, un volume in 8, broché, couverture imprimée, 14pp., (1), 328pp.
---- EDITION ORIGINALE ---- BEL EXEMPLAIRE**7256/N7DE-N7AR-CAV.F4
10 MEMOIRES ORIGINAUX ou TIRES A PART (OFFPRINT) de CHEBYCHEV reliés en un volume in 8 demi-basane marron : (voir détail ci-après)
1. Ob interpolirovanii [in Cyrillic]. (Sur l'interpolation). Saint-Petersbourg, 1864, (1), 23pp. -- 2. O razlozhenii funktsiy v ryady pri pomosshi nepreryvnykh drobei [in Cyrillic]. (Sur le développement des fonctions en séries au moyen des fractions continues). Saint-Petersbourg, 1866, (1), 26pp. -- 3. Ob interpolirovanii velitchin ravnootstoyasshikh [in Cyrillic]. (Sur l'interpolation des valeurs équidistantes). Saint-Petersbourg, 1875, (1), 30pp. -- 4. Ob otnoshenii dvukh integralov, rasprostranennikh na odne i te zhe velitchiny peremennoy [in Cyrillic]. (Sur le rapport de deux intégrales prises entre les mêmes limites d'intégration. Communication faite à l'Académie impériale des sciences). Saint-Petersbourg, 1883, (1), 33pp. -- 5. O priblizhennykh virazheniyakh odnikh integralov tcherez drugie, vsyatye v tekh zhe predelakh [in cyrillic]. (Sur les expressions approchées des intégrales au moyen d'autres intégrales prises entre les mêmes limites). Kharkov, 1883, 6pp. -- 6. O predstavlenii predelnykh velithcin integralov posredstvom integralnykh vytchetov [in Cyrillic]. (Sur la représentation des valeurs limites des intégrales par des résidus intégraux). Saint-Petersbourg, 1885, (1), 25pp. -- 7. Ob integralnykh vytchetakh dostavlyayusshikh priblizhennyya velitchiny integralov [in Cyrillic]. (Sur les résidus intégraux qui donnent des valeurs approchées des intégrales). Saint-Petersbourg, 1887, (1), 50pp. -- 8. O priblizhennykh vyrazheniyakh kvadratnogo kornya peremennoy tcherez prostyye drobi [in Cyrillic]. (Sur les expressions approchées d'une racine carrée de la variable au moyen des fractions simples). Saint-Petersbourg, 1889, (1), 22pp. -- 9. O summakh sostavlennikh iz znatcheniy prosteysshiskh odnotchlenov umnozhennykh na funktsiyu, kotoraya ostaetsya polozhitelnoy [in Cyrillic]. (Sur les sommes composées des valeurs de monômes les plus simples multipliés par une fonction qui reste positive). Saint-Petersbourg, 1891, (1), 67pp. -- 10. O polinomakh nailutshe predstavlayusshikh znatcheniya prosteysshikh drobnykh funktsiy pri velitchinakh peremennoy zaklyutchayusshikhsya mezhdu dvumya dannimy predelami [in Cyrillic]. (Sur les polynômes qui représentent le mieux les valeurs des fonctions fractionnaires les plus simples pour les valeurs de la variable, comprises entre deux valeurs données). Saint-Petersbourg, 1893, (1), 13pp.
---- TRES RARE REUNION DE MEMOIRES ORIGINAUX DE CHEBYCHEV PRESENTES A L'ACADEMIE DES SCIENCES DE SAINT-PETERSBOURG ---- These papers concern the doctrine of limiting value of integrale. "Tchebychev's importance in the history of science consists not only in his discoveries but also in his founding of a great scientific school. It is sometimes called the Tchebychev school, but more frequently the Petersburg school. The Petersburg mathematical school owes its existence partly to the activity of Tchebychev's elder contemporaries, such as Bunyakovski and Ostrograski ; nevertheless, it was Chebyschev who founded the school, directed and inspired it for many years and influenced the tend of mathematics teaching at Petersburg university. Tchebychev's general approach to mathematics quite naturally resulted in his aspiration toward the effective solution of problems and the discovery of algorithms giving either an exact numerical answer o, if this proved impossible, an approximation ready for scientific and practical applications. He interpreted the strictness of the theory in the event of approximate evaluations as a possibility of precise definition of limits not trespassed by the error of approximation.". (DSB III pp. 222/232). (N° 24)**4961/CART.RUSS
Vysshaya algebra. [in cyrillic] -- (Cours d'algèbre supérieure. Année 1856-1857. recueilli d'après les notes de M.P. Avenarius, édité avec des additions par M. Le Prof. Kourensko) --- EDITION ORIGINALE
Moscou, 1936; un volume in 8, cartonnage éditeur, 197pp.
---- EDITION ORIGINALE ---- "Tchebychev's importance in the history of science consists not only in his discoveries but also in his founding of a great scientific school. It is sometimes called the Tchebychev school, but more frequently the Petersburg school. The Petersburg mathematical school owes its existence partly to the activity of Tchebychev's elder contemporaries, such as Bunyakovski and Ostrograski ; nevertheless, it was Chebyschev who founded the school, directed and inspired it for many years and influenced the tend of mathematics teaching at Petersburg university... Tchebychev's general approach to mathematics quite naturally resulted in his aspiration toward the effective solution of problems and the discovery of algorithms giving either an exact numerical answer o, if this proved impossible, an approximation ready for scientific and practical applications. He interpreted the strictness of the theory in the event of approximate evaluations as a possibility of precise definition of limits not trespassed by the error of approximation...". (DSB III pp. 222/232). (N° 5)**4962/CART.RUSS
NOVIY AEROPLANN [in cyrillic] - (UN NOUVEL AEROPLANE) ---- EDITION ORIGINALE RUSSE
Kaluga, (Edité à compte d'auteur), 1929; un volume in 8 broché, couverture imprimée, 38pp., 1 PLANCHE
---- EDITION ORIGINALE ---- DSB XIII p. 483 ---- "Tsiolkovski was a pioneer in the field of experimental aerodynamics ; by among other things, building one of the world's first wind-tunnels, he derived a number of highly important laws of aerodynamics. THE FATHER OF MODERN TOCKETRY, Konstantin Eduardovich Tsiolkovski (1857-1935) is the founder of modern aerodynamics and is probably most widely known for his works on ROCKET PROPULSION. However his contributions to several fields of science have been immense and of exceedingly seminal character" ---- A la page 34 se trouve un chapître consacré au MOTEUR A REACTION et portant le titre russe suivant : REAKTIVNII DVIGATEL**5092.N° 18/CART.Russ
Proshedshee Zemli [in Cyrillic] - (LE PASSE DE LA TERRE) -- EDITION ORIGINALE RUSSE
Kaluga, (édité à compte d'auteur), 1928, un volume in 8 broché, couverture imprimée, 21pp.
---- EDITION ORIGINALE ---- DSB XIII p. 483 ---- "Tsiolkovski was a pioneer in the field of experimental aerodynamics ; by among other things, building one of the world's first wind-tunnels, he derived a number of highly important laws of aerodynamics. The father of modern rocketry, Konstantin Eduardovich Tsiolkovski (1857-1935) is the founder of modern aerodynamics and is probably most widely known for his works on rocket propulsion. However his contributions to several fields of science have been immense and of exceedingly seminal character"**5091/(N° 16)/CART.RUSS
Sovremennoye sostoyanie Zemli [in cyrillic] - (L'ETAT CONTEMPORAIN DE LA TERRE) ---- EDITION ORIGINALE RUSSE
Kaluga, (Edité à compte d'auteur), 1929, un volume in 8 broché, couverture imprimée (N° 17), 36pp.
---- EDITION ORIGINALE RUSSE ---- DSB XIII p. 483 ---- "Tsiolkovski was a pioneer in the field of experimental aerodynamics ; by among other things, building one of the world's first wind-tunnels, he derived a number of highly important laws of aerodynamics. The father of modern rocketry, Konstantin Eduardovich Tsiolkovski (1857-1935) is the founder of modern aerodynamics and is probably most widely known for his works on rocket propulsion. However his contributions to several fields of science have been immense and of exceedingly seminal character"**5095/CART.RUSS
ZVEZDOPLAVATELYAMZ [in cyrillic] - (POUR LES NAVIGATEURS STELLAIRES) ---- EDITION ORIGINALE RUSSE
Kaluga, (Edité à compte d'auteur), 1930; un volume in 8 broché, couverture imprimée, 32pp. - (N° 15)
---- EDITION ORIGINALE ---- DSB XIII p. 483 ---- "Tsiolkovski was a pioneer in the field of experimental aerodynamics ; by among other things, building one of the world's first wind-tunnels, he derived a number of highly important laws of aerodynamics. THE FATHER OF MODERN ROCKETRY, Konstantin Eduardovich Tsiolkovski (1857-1935) is the founder of modern aerodynamics and is probably most widely known for his works on rocket propulsion. However his contributions to several fields of science have been immense and of exceedingly seminal character"**5093.N°15/CART.RUSS
