'theoretical landscape' is a correct and usable phrase in written English.
It can be used to refer to an abstract conceptual framework, usually used to understand a domain of knowledge or field of study. For example, "The theoretical landscape of quantum mechanics is a complex one, and yet has enormous explanatory power."
The theoretical landscape of second language acquisition.
The theoretical landscape for MTT is closely related to our current understanding of space and number processing in the brain.
Simulations were carried out on a theoretical landscape consisting of pig-crop farms interspersed with unmanaged ecosystems.
Building on its multiscale and mechanistically enhanced sensitivity to landscape modifications, we applied this calibrated tool to a theoretical landscape planning problem.
I start by sketching the theoretical landscape, and continue by pointing out some ambiguities that are in need of further clarification.
In "Farewell to Reality" the former physicist who left academia but still occasionally writes about science bridles at the ubiquity of what he calls "fairytale physics": the flights of mathematical fancy, based on nothing more than personal taste, that he feels have come to litter the theoretical landscape over the past two decades.Following mathematical hunches can, of course, pay off.
From theoretical landscapes to direct observations, this exhibition explores the evolution of Chinese artists' approaches to depicting the natural world in the Yuan, Ming, and Qing dynasties.
The results are presented for a range of different theoretical landscapes, for example, the random energy model and the uncoupled case with the assumptions that the real protein landscape lies between these bounds and can be described statistically.
Integer lattices are important theoretical landscapes for studying the consequences of dispersal and spatial population structure, but convenient dispersal kernels able to represent important features of dispersal in nature have been lacking for lattices.
Theoretical landscapes simulated by LEGS are evaluated using typical characteristics of natural river networks such as concave profiles, Hack's law, the power-law exceedance probability distribution of contributing areas, and the power-law variogram.
Although this has been achieved on theoretical landscapes (e.g. RNA secondary structures), here we have built these one-step networks for the first time using viral experimental data, a development just recently enabled by the NGS technology.
