An introduction to using counterdiabatic driving to eliminate genetic lag in changing environments
An introduction to using counterdiabatic driving to eliminate genetic lag in changing environments
复制标题
介绍如何使用反热量驾驶来消除不断变化的环境中的遗传滞后
DOI:
10.1162/isal_a_00344
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发表时间:
2020
期刊:
影响因子:
--
通讯作者:
Scott, Jacob G.
中科院分区:
文献类型:
--
作者:
Dolson, Emily;Iram, Shamreen;Chiel, Joshua;Pelesko, Julia;Krishnan, Nikhil;Güngör, Özenç;Kuznets-Speck, Benjamin;Deffner, Sebastian;Ilker, Efe;Scott, Jacob G.
Evolution is increasingly recognized as a powerful tool for building and controlling living and lifelike systems. However, the complexity and stochasticity of the evolutionary process have thus far made it more of a blunt instrument than a tool that can be precisely controlled. Here, we present an approach that can begin to give us the level of fine control we need to harness evolution for a wider variety of purposes. A common step in using evolution to achieve a desired end result is to gradually change an environment over time along some continuous axis. Currently, our lack of rigorous theory predicting the rate at which this adaptation will occur means a population must be repeatedly tested to know when it has reached the desired end state. This requirement is not ideal, as there are some contexts in which such testing is impossible (eg measuring the current genetic state of drug-resistant cancer cells in a patient’s body). Here, we describe the beginning of a solution to this problem (presented in full in (Iram et al., 2019)). As a starting point, we consider an ideal case where we have perfect knowledge of the fitness landscape, frequent mutations, and a large population. Using an approach from physics called counterdiabatic (CD) driving, we can mathematically derive a prescription for how to change the environment so that the population arrives at the adaptive end-state at a fast and predictable speed. CD driving is a concept originally developed in quantum mechanics Demirplak and Rice (2003, 2005); Berry (2009). More recently, it has been used in classical physics applications such as the creation of an optical tweezer Martınez et al.(2016). Fundamentally, CD driving is a way to force a noisy system to equilibrate to a new state arbitrarily quickly by subjecting it to a different series of intermediate states. As an intuitive example, consider a waiter carrying a glass of water on a tray (Sels and Polkovnikov, 2017). If he keeps the tray perfectly flat while walking, he will need to move very slowly to avoid spilling any water. He can walk much more quickly without spilling if he instead tilts the tray slightly to counteract the force his acceleration exerts on the glass. In so doing, he has used a CD force–a new degree of freedom that can be manipulated to move a system more quickly between a given start and end state.
影响因子:
4.3
作者:
Nichol D;Jeavons P;Fletcher AG;Bonomo RA;Maini PK;Paul JL;Gatenby RA;Anderson AR;Scott JG
通讯作者:
Scott JG
影响因子:
10.7
作者:
Brown, Kyle M.;Costanzo, Marna S.;Hartl, Daniel L.
通讯作者:
Hartl, Daniel L.
影响因子:
19.6
作者:
Iram, Shamreen;Dolson, Emily;Hinczewski, Michael
通讯作者:
Hinczewski, Michael