|
1 | Construction of isochronous curves in a resistant medium |
| 2 | Physical dissertation on sound |
| 3 | On a method for algebraic reciprocal trajectories |
| 4 | Thoughts on a nautical problem, proposed by the illustrious Royal Academy of Sciences in Paris |
| 5 | Solution to the problem of reciprocal trajectories |
| 6 | Dissertation on a number of new types of tautochrone curves |
| 7 | Attempt at explanation of the phenomena of air |
| 8 | Solution to the problem of finding curves which is formed by an elastic strip when a force is applied to a single point |
| 9 | On the shortest line joining two points on a surface |
| 10 | A new method of reducing innumerable differential equations of the second degree to differential equations of the first degree |
|
11 | Solution of certain differential equations which do not admit separation of variables |
| 12 | On the innumerable tautochrone curves in a vacuum |
| 13 | Tautochrone curves in a fluid making a second resistance proportional to the square of the speed |
| 14 | Solution to problems of astronomy: given the altitudes and time differences for three fixed stars, to find the elevation of the pole and the declination of the star |
| 15 | Mechanics, volume 1 |
| 16 | Mechanics, volume 2 |
| 17 | The Art of Reckoning |
| 18 | On the Indian solar year |
| 19 | On transcendental progressions, that is, those whose general terms cannot be given algebraically |
| 20 | The summation of an innumerable progression |
|
21 | For some given curve, it is required to find another curve joined in a certain way with that given, which is suitable for producing a tautochrone curve |
| 22 | On the communication of motion in collisions |
| 23 | On rectifiable algebraic curves |
| 24 | Solution of a remarkable case concerning tautochronism |
| 25 | A general method for summing series |
| 26 | Observations on a theory of Fermat and others on looking at prime numbers |
| 27 | On isoperimetric problems in the widest sense |
| 28 | Example of the construction of equations |
| 29 | On the solution of a problem of Diophantus |
| 30 | Inferences on the forms of roots of equations and of their orders |
|
31 | Solution to differential equations of the form axn dx = dy + y2 dx |
| 32 | On the shape of the earth |
| 33 | An attempt at a new theory of music, exposed in all clearness, according to the most well-founded principles of harmony |
| 34 | Dissertation on fire |
| 35 | Introduction to the Art of Reckoning, for use in the Gymnasiums of the Imperial Academy of Sciences in St. Petersburg |
| 36 | Solution of problems of arithmetic of finding numbers which, when divided by given numbers, leave given remainders |
| 37 | On the motion of planets and orbits |
| 38 | Determination of orbits around the sun |
| 39 | Solution to a problem concerning astronomy |
| 40 | On the smallest oscillations of rigid and flexible bodies. A new and easy method. |
|
41 | On the sums of series of reciprocals |
| 42 | On the curve of fastest descent in whatever resistent medium |
| 43 | On harmonic progressions |
| 44 | On infinite(ly many) curves of the same type, that is, a method of finding equations for infinite(ly many) curves of the same type |
| 45 | Addendum to the dissertation on infinite(ly many) curves of the same type |
| 46 | Universal methods of series |
| 47 | Finding the sum of any series from a given general term |
| 48 | Investigation of pairs of curves whose arcs that correspond to the same abscissa constitute an algebraic sum |
| 49 | On the oscillations of a flexible wire weighted with arbitrarily many little weights (?) |
| 50 | A method for computing the equation of a meridian |
|
51 | On the construction of equations using dragged motion, and of other things pertinent to the inverse method of tangents |
| 52 | Solution of a problem requiring the rectification of an ellipse |
| 53 | The solution of a problem relating to the geometry of position |
| 54 | A proof of certain theorems regarding prime numbers |
| 55 | Universal method for summation of series, further developed |
| 56 | New and easy method of finding curves enjoying a maximal or minimal property |
| 57 | A physical inquiry into the cause of the ebb and flow of the sea |
| 58 | Determination of the motion of a comet which can be observed in March of this year, 1742 |
| 59 | Theorems concerning the reduction of integral formulas to the quadrature of the circle |
| 60 | On the resolution of an integral, if after integration the value for the determined variable quantity is assigned |
|
61 | On sums of series of reciprocals from powers of natural numbers from another discussion, in which the sums are derived principally from another source |
| 62 | On the integration of differential equations of various degrees |
| 63 | Demonstration of the sum of the series 1 + 1/4 + 1/9 + 1/16 … |
| 64 | Leonhardus Eulerus mathematicus acutissimus ad auctorem |
| 65 | A method for finding curved lines enjoying properties of maximum or minimum, or solution of isoperimetric problems in the broadest accepted sense |
| 66 | Theory of the motions of planets and comets |
| 67 | Answers to various questions about the condition, motion, and effects of comets |
| 68 | Further answers to various questions about the condition, motion, and effects of comets |
| 69 | On the imparting of motion from a collision of bodies not striking each other directly |
| 70 | On the construction of equations |
|
71 | A dissertation on continued fractions |
| 72 | Various observations about infinite series |
| 73 | The solution to a geometric problem about circles shaped as moons |
| 74 | On various methods for expressing the quadrature of a circle with verging numbers |
| 75 | Solution of a problem proposed in the Nova Acta Eruditorum in November, 1743 |
| 76 | New and correct tables for computing the location of the moon |
| 77 | New Principles of Gunnery |
| 78 | Essay on a better construction of a capstan |
| 79 | A problem of geometry proposed publicly by an anonymous geometer |
| 80 | Opuscula varii argumenti |
|
81 | Thoughts on the elements of bodies |
| 82 | Percussion and its true measurement |
| 83 | On several properties of the conic sections which intersect with an infinity of other curved lines |
| 84 | Observation by Leonhard Euler on sections 83 and following of the preceding book, concerning elastic curves |
| 85 | Solution to a catoptric problem proposed in this journal in September 1745 on page 523 |
| 86 | On the movement of bodies on movable surfaces |
| 87 | Astronomical table of the sun and the moon |
| 88 | A new theory of light and colors |
| 89 | On the running down of the motion of the planets |
| 90 | Analysis of the question whether the faculty of thinking can be attributed to matter or not |
|
91 | Physical investigations on the nature of the smallest parts of matter |
| 92 | Defense of divine revelations against the objections of the freethinkers |
| 93 | An inquiry into balances |
| 94 | On the movement of a boat with oars propelled through running waters |
| 95 | On differential equations which admit integration only in certain cases |
| 96 | On the most profitable application of simple as well as composite machines |
| 97 | On the attraction of spherico-elliptical bodies |
| 98 | The proofs of some arithmetic theorems |
| 99 | The solution to a certain problem proposed by the celebrated Daniel Bernoulli |