E. Magenes: Il problema della derivata obliqua regolare per le equazioni lineari ellittico-paraboliche del secondo ordine in m variabili.- G. Stampacchia: Completamenti funzionali ed applicazione alla teoria dei potenziali di dominio.- A. Zygmund: On regular integrals.- S. Faedo: Applicazione ai problemi di derivata obliqua di un principio esistenziale e di una legge di dualita fra le formule di maggiorazione.- G. Fichera: Una introduzione alla teoria delle equazioni integrali singolari.

S. Agmon: On eigenvalues, eigenfunctions, and resolvents of general elliptic problems.- A. Ostrowski: Il metodo del quoziente di Rayleigh.- L.E. Payne: Isoperimetric inequalities for eigenvalues and their applications.- L. De Vito: Calcolo degli autovalori e delle autosoluzioni per operatori non autoaggiunti.- L. De Vito: Sul calcolo per difetto e per eccesso degli autovalori delle trasformazioni compatte e delle relative molteplicita.- J.B. Diaz: Upper and lower bounds for the torsional rigidity and the capacity, derived from the inequality of Schwarz.- M. Schiffer: Fredholm eigenvalues and conformal mapping.

Reissue of Encyclopedia of Physics / Handbuch der Physik, Volume VIa The mechanical response of solids was first reduced to an organized science of fairly general scope in the nineteenth century. The theory of small elastic deformations is in the main the creation of CAUCHY, who, correcting and simplifying the work of NAVIER and POISSON, through an astounding application of conjoined scholarship, originality, and labor greatly extended in breadth the shallowest aspects of the treatments of par ticular kinds of bodies by GALILEO, LEIBNIZ, JAMES BERNOULLI, PARENT, DANIEL BER NOULLI, EULER, and COULOMB. Linear elasticity became a branch of mathematics, culti vated wherever there were mathematicians. The magisterial treatise of LOVE in its second edition, 1906 - clear, compact, exhaustive, and learned - stands as the summary of the classical theory. It is one of the great "gaslight works" that in BOCHNER'S words! "either do not have any adequate successor[ s] . . . or, at least, refuse to be super seded . . . ; and so they have to be reprinted, in ever increasing numbers, for active research and reference", as long as State and Society shall permit men to learn mathe matics by, for, and of men's minds. Abundant experimentation on solids was done during the same century. Usually the materials arising in nature, with which experiment most justly concerns itself, do not stoop easily to the limitations classical elasticity posits.