Theorem 1 (Field Calculus Space-Time Universality). Let f be a Turing computable cone function. Then there is a field calculus function f field that.
May 27, 2018 · A programming model (e.g., the field calculus) is space-time universal if and only if it is able to compute every space-time function that can ...
We capture this concept by a notion of delayed space-time universality, which we prove to hold for the set of message-efficient algorithms expressible by field ...
We capture this concept by a notion of delayed space-time universality, which we prove to hold for the set of message-efficient algorithms expressible by field ...
... The field calculus is space-time universal (Audrito et al., 2018) and, as such, is able to express every causal and Turing-computable distributed function.
Spacetime, also called the space-time continuum, is a mathematical model that fuses the three dimensions of space and the one dimension of time into a single ...
... Space-time universality of field calculus. In: Coordination Models and Languages. COORDINATION 2018. Lecture Notes in Computer Science, vol. 10852, pp. 1–20 ...
We represent Minkowski spacetime as a real 4-dimensional vector space M4. The two properties of scalar multiplication and vector addition in M4 provide only ...
This chapter argues that calculus, the theory of differentiation and integration that permeates modern science, can be formulated as a purely geometric theory, ...
Sep 6, 2021 · Universal spacetimes are spacetimes for which all conserved symmetric rank-2 tensors, constructed as contractions of polynomials from the metric.
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