[1] See Le Roy, 'Science et Philosophie,' Revue de MÉtaphysique et de Morale, 1901.
[2] With those contained in the special conventions which serve to define addition and of which we shall speak later.
[3]Revue de MÉtaphysique et de Morale, t. VI., pp. 1-13 (January, 1898).
[4] The following lines are a partial reproduction of the preface of my book Thermodynamique.
[5] This chapter is a partial reproduction of the prefaces of two of my works: ThÉorie mathÉmatique de la lumiÈre (Paris, Naud, 1889), and ÉlectricitÉ et optique (Paris, Naud, 1901).
[6] We add that U will depend only on the parameters q, that T will depend on the parameters q and their derivatives with respect to the time and will be a homogeneous polynomial of the second degree with respect to these derivatives.
[7]Etude sur les diverses grandeurs, Paris, Gauthier-Villars, 1897.
[8] In place of saying that we refer space to axes rigidly bound to our body, perhaps it would be better to say, in conformity to what precedes, that we refer it to axes rigidly bound to the initial situation of our body.
[9] Because bodies would oppose an increasing inertia to the causes which would tend to accelerate their motion; and this inertia would become infinite when one approached the velocity of light.
[10] These considerations on mathematical physics are borrowed from my St. Louis address.
[11] I here use the word real as a synonym of objective; I thus conform to common usage; perhaps I am wrong, our dreams are real, but they are not objective.
[16] In his article 'Le classi finite,' Atti di Torino, Vol. XXXII.
[17] At the moment of going to press we learn that M. Bucherer has repeated the experiment, taking new precautions, and that he has obtained, contrary to Kaufmann, results confirming the views of Lorentz.
