200 | Essay concerning a metaphysical experiment on the general principle of equilibrium |
201 | Calculation of the probability in the game of Rencontre |
202 | On the application of the hydraulic machine of Mr. Segner to all sorts of situations and its advantages over the other hydraulic machines which one typically uses |
203 | Research on a new method to raise water proposed by M. Mour |
204 | Extract of a Letter from Professor Euler, of Berlin, to the Rev. Mr. Caspar Wetstein, Chaplain to Her Royal Highness the Princess Dowager of Wales |
205 | Geographic Atlas - Preface |
206 | On the motion of water in conduits |
207 | In depth explanation concerning different methods in which to raise water through pumps with the greatest effectiveness |
208 | Maxims for the most advantageous arrangement of machines that raise water by use of pumps. |
209 | Essay concerning the physical explanation of colors which are issued from extremely thin surfaces |
210 | Letters relating to a Theorem of Mr. Euler, of the Royal Academy of Sciences at Berlin, and F.R.S. for correcting the Aberrations in the Object-Glasses of refracting Telescopes |
211 | Problema, ad cuius solutionem geometrae invitantur; theorema, ad cuius demonstrationem geometrae invitantur |
212 | Foundations of Differential Calculus, with Applications to Finite Analysis and Series, Volume 1 |
213 | Remarks on the preceeding memories of M. Bernoulli |
214 | Principles of spherical trigonometry taken from the method of the maxima and minima |
215 | Elements of spheroidal trigonometry taken from the method of the maxima and minima |
216 | Examination of a controversy on the law of refraction of rays of different colors with respect to the different transparent media through which they pass |
217 | Examination of the true curve that bodies which are airborne or in any other fluid |
218 | A letter from L. Euler to E. Pontoppidan, dated 11 May 1754 |
219 | Concerning the refraction of light while passing through the atmosphere and the different degrees dependent on heat as to the elaticity of the air |
220 | Reflections on a problem of geometry dealt with by certain geometers which nevertheless is impossible |
221 | Research into the physics of the different refrangibilities of light rays |
222 | A more complete theory of machines which are activated by their reaction to water |
223 | Concerning the variation of latitude of fixed stars and the obliquity of the ecliptic |
224 | Notice |
225 | General principles concerning the state of the equilibrium of fluids |
226 | General principles concerning the motion of fluids |
227 | Continuation into the research on the theory of the motion of fluids |
228 | On numbers which are the sum of two squares |
229 | On the construction of the best gears |
230 | Elements of the doctrine of solids |
231 | Proof of some of the properties of solid bodies enclosed by planes |
232 | On the movement of celestial bodies perturbed by any number of forces |
233 | Refined studies into the effect of windmills |
234 | Experiments to determine the refraction of all types of transparent liquors |
235 | On the action of saws |
236 | Explanation of certain paradoxes in integral calculus |
237 | Research concerning the declination of the magnetized needle |
238 | Concerning the strength of columns |
239 | General rules for the construction of telescopes and microscopes, using some general number of lenses. |
240 | Research into glasses with three lenses which represent inverted objects |
241 | Proof of a theorem of Fermat that every prime number of the form 4n+1 is the sum of two squares |
242 | Proof of a theorem of Fermat that every number whether whole or fraction is the sum of four or fewer squares |
243 | Observations on the sums of divisors |
244 | A demonstration of a theorem on the order observed in the sums of divisors |
245 | On a method analogous to that of Diophantus in the analysis of the infinites |
246 | A contribution to the calculations of sines |
247 | On divergent series |
248 | On the screw of Archimedes |
249 | On finding the best shape for gear teeth |
250 | A method for finding infinitely many isoperimetric curves predicated with a common property |
251 | On the integration of the differential equations (m dx)/√(1-x^{4}) = (n dy)/√(1-y^{4}) |
252 | Observations on the comparison of arcs of irrectifiable curves |
253 | On indeterminate problems which appear to be quite determinate |
254 | On the expression of integrals as factors |
255 | General solution of certain Diophantine problems, which are ordinarily thought to admit only special solutions |
256 | Example of the use of observation in pure mathematics |
257 | On friction of rotating bodies |
258 | Principles of the motion of fluids |
259 | On the motion and reaction of water flowing through moving tubes |
260 | Attempt at a theory of the friction of fluids |
261 | Example of another new methods for comparing transcendental quantities; on the comparison of the arcs of ellipses |
262 | Theorems about the remainders left by division by powers |
263 | An example of a new method for the quadrature and rectification of curves and of comparing other quantities which are transcendentally related to each other |
264 | Proof of a theorem and solution of a theorem proposed in the Acta Eruditorum of Leipzig |
265 | On differential equations of the second degree |
266 | A construction of objective lenses from two glasses which produces neither confusion of a spherical figure nor gives rise to the dispersion of colors |
267 | Extract of a letter of M. Euler written to M. Duhamel, 3 February 1756 |
268 | Letter of Mr. Euler to Mr. de Lagrange |
269 | On the integration of differential equations |
270 | The solution of a problem about searching for three numbers, of which the sum and not only their product but the sum of their products two apiece, are square numbers |
271 | Demonstration of a new method in the Theory of Arithmetic |
272 | A reinforcement of some arithmetic theorems, supported by several demonstrations |
273 | Consideration of formulas, of which the integral can be obtained by sections of arcs of cones |
274 | Construction of the differentio-differential equation Ay du^{2} + (B+Cu)du dy + (D+Eu+Fuu)ddy = 0, assuming the element du to be constant |
275 | Annotations to a certain passage of Descartes for finding the quadrature of the circle |
276 | Clarifications into fluid resistance |
277 | Principal theory of machines |
278 | On the motion and grinding of lenses while they are polished upon curved plates |
279 | On the resolution of formulas of squares of indeterminates by integral numbers |
280 | On progressions of arcs of circles, of which the accompanying tangents proceed by a certain law |
281 | A specimen of a singular algorithm |
282 | On the resolution of equations of any order |
283 | On very large prime numbers |
284 | On the resolution of the equation dy + ayy dx = bx^{m} dx |
285 | Investigation of functions from a given condition of differentials |
286 | On the vibrating motion of a flexible wire, weighted with however many small particles |
287 | On the vibrating motion of unevenly thick strings |
288 | Thoughts on constructing ramparts/walls |
289 | Theory of the motion of solid or rigid bodies |
290 | Geometria dalya ipotrevleniya v academycheskoi gymnazii [Russian] |
291 | Research into the science of mechanical bodies |
292 | On the movement of rotation of solid bodies around a variable axis |
293 | General remarks on the daily motion of the planets |
294 | Remarks by Mr. Euler on several passages which appeared in the third volume of mathematical works by Mr. d'Alembert |
295 | On the reduction of integral formulas for the rectification of the ellipse and hyperbola |
296 | The Elements of the Calculus of Variations |
297 | Explanation of the analytical method in the maxima and minima |
298 | On the notable advancement of the inverse method of tangents |
299 | Explanation of the tautochrone in a resistant medium |