On Willard Gibbs' adsorption coefficient

Patterns in Eigenvalues: the 70th Josiah Willard Gibbs Lecture

Typical large unitary matrices show remarkable patterns in their eigenvalue distribution. These same patterns appear in telephone encryption, the zeros of Riemann’s zeta function, a variety of physics problems, and in the study of Toeplitz operators. This paper surveys these applications and what is currently known about the patterns.

Josiah Willard Gibbs and the Extension of the Principles of Thermodynamics.

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Willard Thompson

Complexity theory has a profound influence on the field of cryptology. The time complexity of breaking a cipher system must be significant enough to thwart any adversary from succeeding. However, with the emergence of quantum computers an adversary may have no difficulty in breaking known cipher systems. If quantum computers would exist today new mechanisms for security would need to be built. ...

Air/Solution Interface and Adsorption – Solution for the Gibbs Paradox*

Several experimental evidences differentiating an insoluble monomolecular film just on the air/ water interface from an adsorbed film of soluble amphiphile solution are presented in order to suggest that the adsorbed film is not located at the air/solution interface. The difference between the two films can be observed by evaporation rates of water across the air/solution interface of three kin...

Willard Burr Soper