Fixing Some Transformation Problems
نویسنده
چکیده
ion to improve programming productivity, which usually compromises target program performance. Transformation-based generators widen the quandary through deep factorization of operators and operands to amplify expressive power, but this explodes the search space. My hypothesis is that existing architectures are inadequate to achieve simultaneously high levels of abstraction, high performance target programs and smallion, high performance target programs and small solution search spaces. To explore architectural variations to address this quandary, I have implemented a generator in Common LISP designed specifically to address these problems. It is called the Anticipatory Optimization Generator (AOG) because it allows programmers to anticipate optimization opportunities and to prepare an abstract, distributed plan that attempts to achieve them. distributed plan that attempts to achieve them.
منابع مشابه
Some Considerations on Lattice Gauge Fixing
Some problems related to Gribov copies in lattice gauge-fixing and their possible solution are discussed. 1 Gribov and Gauge-Fixing Problem The Faddeev-Popov[1] quantization gives a meaning to the formal (euclidean) expectation value of a gauge invariant observable operator: 〈O〉 = ∫ δA exp[−S(A)] O(A) ∫ δA exp[−S(A)] (1) The Faddeev-Popov method requires the choice of a gauge fixing condition: ...
متن کاملCanonical Transformations and Gauge Fixing in the Triplectic Quantization
We show that the generators of canonical transformations in the triplectic manifold must satisfy constraints that have no parallel in the usual field antifield quantization. A general form for these transformations is presented. Then we consider gauge fixing by means of canonical transformations in this Sp(2) covariant scheme, finding a relation between generators and gauge fixing functions. Th...
متن کاملThe B"{a}cklund transformation method of Riccati equation to coupled Higgs field and Hamiltonian amplitude equations
In this paper, we establish new exact solutions for some complex nonlinear wave equations. The B"{a}cklund transformation method of Riccati equation is used to construct exact solutions of the Hamiltonian amplitude equation and the coupled Higgs field equation. This method presents a wide applicability to handling nonlinear wave equations. These equations play a very important role in mathemati...
متن کاملA Comment on the K-theory Meaning of the Topology of Gauge Fixing
Based on the recently discovered K-theory description of D-branes in string theory a Ktheory interpretation of the topology of gauge conditions for four dimensional gauge theories, in particular ’t Hooft abelian projection, is presented. The interpretation of the dyon effect in terms of K is also discussed. In the context of type IIA strings, D-p branes are also interpreted as gauge fixing sing...
متن کاملPerturbative expansion in gauge theories on compact manifolds
A geometric formal method for perturbatively expanding functional integrals arising in quantum gauge theories is described when the spacetime is a compact riemannian manifold without boundary. This involves a refined version of the Faddeev-Popov procedure using a generalised Lorentz gauge-fixing condition with background gauge field chosen to be a general critical point for the action functiona...
متن کامل