This Photograph Is Proof

Proof/Ruminations on the Everyday is a photographic journal; one artist's effort to document everyday life in photographs. One photograph was made each day over the course of one year, the resultant collection of images glorifying the commonplace. Photojournal/Non-Fiction Softcover: 112 pages Dimensions (in inches): 11 X 8.

"Corpus is the first major monograph on the photography of Alejandra Figueroa, introducing the photographer to the North American audience. The fruit of several years' work, this series of black-and-white photographs of statues from the world's greatest museums captures every nuance of flesh and exalts every detail of the human body-proof of the classical beauty of Figueroa's art and her dedication to the sensuality of forms. This breathtaking collection of sixty-nine quadratone photographs is an invitation to a voyage through past and present, matter and flesh, sacred and profane, life and death, seen through the most subtle and sensuous of lenses. Figueroa's closeup images of sculpted bodies follow in a double tradition: that of great painters, in her skilled framing and lighting, which give every picture the illusion of life; and that of such great photographers as Edward Weston and Manuel Alvarez Bravo.

Proof net - In proof theory, proof nets are a geometrical method of representing proofs that eliminates irrelevant syntactical features of regular proof calculi such as the natural deduction calculus and the sequent calculus; by this means the formal properties of proof identity correspond more closely to the intuitively desirable properties. Proof nets were introduced by Girard.

Analytic proof - In structural proof theory, an analytical proof is a proof whose structure is simple in a special way. The term does not admit an uncontroversial definition, but for several proof calculi there is an accepted notion of analytic proof.

Constructive proof - In mathematics, a constructive proof is a method of proof that demonstrates the existence of a mathematical object with certain properties by creating or providing a method for creating such an object. This is in contrast to a nonconstructive proof (also known as an existence proof or pure existence theorem) which proves the existence of a mathematical object with certain properties, but does not provide a means of constructing an example.

Structural proof theory - In mathematical logic, structural proof theory is the subdiscipline of proof theory that studies proof calculi that support a notion of analytic proof.

thisphotographisproof

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