fitness landscape
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2022 ◽  
Vol 31 (1) ◽  
pp. 1-34
Author(s):  
Andrea Arcuri ◽  
Juan P. Galeotti

Search-based software testing (SBST) has been shown to be an effective technique to generate test cases automatically. Its effectiveness strongly depends on the guidance of the fitness function. Unfortunately, a common issue in SBST is the so-called flag problem , where the fitness landscape presents a plateau that provides no guidance to the search. In this article, we provide a series of novel testability transformations aimed at providing guidance in the context of commonly used API calls (e.g., strings that need to be converted into valid date/time objects). We also provide specific transformations aimed at helping the testing of REST Web Services. We implemented our novel techniques as an extension to EvoMaster , an SBST tool that generates system-level test cases. Experiments on nine open-source REST web services, as well as an industrial web service, show that our novel techniques improve performance significantly.


2022 ◽  
Author(s):  
Chao Wang ◽  
Nadia Elghobashi-Meinhardt ◽  
William E Balch

Understanding the fitness landscape of viral mutations is crucial for uncovering the evolutionary mechanisms contributing to pandemic behavior. Here, we apply a Gaussian process regression (GPR) based machine learning approach that generates spatial covariance (SCV) relationships to construct stability fitness landscapes for the RNA-dependent RNA polymerase (RdRp) of SARS-CoV-2. GPR generated fitness scores capture on a residue-by-residue basis a covariant fitness cluster centered at the C487-H642-C645-C646 Zn2+ binding motif that iteratively evolves since the early phase pandemic. In the Alpha and Delta variant of concern (VOC), multi-residue SCV interactions in the NiRAN domain form a second fitness cluster contributing to spread. Strikingly, a novel third fitness cluster harboring a Delta VOC basal mutation G671S augments RdRp structural plasticity to potentially promote rapid spread through viral load. GPR principled SCV provides a generalizable tool to mechanistically understand evolution of viral genomes at atomic resolution contributing to fitness at the pathogen-host interface.


Tuberculosis ◽  
2022 ◽  
Vol 132 ◽  
pp. 102156
Author(s):  
Édgar Rodríguez–Beltrán ◽  
Gerson-Dirceu López ◽  
Juan Manuel Anzola ◽  
Juan Germán Rodríguez–Castillo ◽  
Chiara Carazzone ◽  
...  

2021 ◽  
Vol 7 (6) ◽  
pp. 1-14
Author(s):  
Deepak Chopra ◽  

Using methods first developed in the physical sciences and adapting them to medicine and physiology, as is proposed here regarding the Physiological Fitness Landscape, can be a powerful tool in the management of disease and in the maintenance of long health span.


Entropy ◽  
2021 ◽  
Vol 24 (1) ◽  
pp. 53
Author(s):  
Sebastián Muñoz-Herrera ◽  
Karol Suchan

Vehicle Routing Problems (VRP) comprise many variants obtained by adding to the original problem constraints representing diverse system characteristics. Different variants are widely studied in the literature; however, the impact that these constraints have on the structure of the search space associated with the problem is unknown, and so is their influence on the performance of search algorithms used to solve it. This article explores how assignation constraints (such as a limited vehicle capacity) impact VRP by disturbing the network structure defined by the solution space and the local operators in use. This research focuses on Fitness Landscape Analysis for the multiple Traveling Salesman Problem (m-TSP) and Capacitated VRP (CVRP). We propose a new Fitness Landscape Analysis measure that provides valuable information to characterize the fitness landscape’s structure under specific scenarios and obtain several relationships between the fitness landscape’s structure and the algorithmic performance.


2021 ◽  
Author(s):  
Vaibhav Upadhyay ◽  
Casey Patrick ◽  
Alexandra Lucas ◽  
Krishna Mallela

COVID-19 pandemic has extended for close to two years with the continuous emergence of new variants. Mutations in the receptor binding domain (RBD) are of prime importance in dictating the SARS-CoV-2 spike protein function. By studying a series of single, double and triple RBD mutants, we have delineated the individual and collective effects of RBD mutations in a variant of concern (VOC) containing multiple mutations (Gamma variant; K417T/E484K/N501Y) on binding to angiotensin converting enzyme 2 (ACE2) receptor, antibody escape and protein stability. Our results show that each mutation in the VOC serves a distinct function that improves virus fitness landscape supporting its positive selection, even though individual mutations have deleterious effects that make them prone to negative selection. K417T contributes to increased expression, increased stability and escape from class 1 antibodies; however, it has decreased ACE2 binding. E484K contributes to escape from class 2 antibodies; however, it has decreased expression, decreased stability, and decreased ACE2 binding affinity. N501Y increases receptor binding affinity; however, it has decreased stability and decreased expression. But when these mutations come together, the deleterious effects are mitigated in the triple mutant due to the presence of compensatory effects, which improves the chances of selection of mutations together. These results show the implications of presence of multiple mutations on virus evolution and indicate the emergence of future SARS-CoV-2 variants with multiple mutations that enhance viral fitness on different fronts by balancing both positive and negative selection.


2021 ◽  
Author(s):  
Daniel D. Brauer ◽  
Celine B. Santiago ◽  
Zoe N. Merz ◽  
Esther McCarthy ◽  
Danielle Tullman-Ercek ◽  
...  

Virus-like particles (VLPs) are non-infections viral-derived nanomaterials poised for biotechnological applications due to their well-defined, modular self-assembling architecture. Although progress has been made in understanding the complex effects that mutations may have on VLPs, nuanced understanding of the influence particle mutability has on quaternary structure has yet to be achieved. Here, we generate and compare the apparent fitness landscapes of two capsid geometries (T=3 and T=1 icosahedral) of the bacteriophage MS2 VLP. We find significant shifts in mutability at the symmetry interfaces of the T=1 capsid when compared to the wildtype T=3 assembly. Furthermore, we use the generated landscapes to benchmark the performance of in silico mutational scanning tools in capturing the effect of missense mutation on complex particle assembly. Finding that predicted stability effects correlated relatively poorly with assembly phenotype, we used a combination of de novo features in tandem with in silico results to train machine learning algorithms for the classification of variant effects on assembly. Our findings not only reveal ways that assembly geometry affects the mutable landscape of a self-assembled particle, but also establish a template for the generation of predictive mutational models of self-assembled capsids using minimal empirical training data.


2021 ◽  
Vol 3 (2) ◽  
Author(s):  
Ferrante Neri

AbstractFitness landscape analysis for optimisation is a technique that involves analysing black-box optimisation problems to extract pieces of information about the problem, which can beneficially inform the design of the optimiser. Thus, the design of the algorithm aims to address the specific features detected during the analysis of the problem. Similarly, the designer aims to understand the behaviour of the algorithm, even though the problem is unknown and the optimisation is performed via a metaheuristic method. Thus, the algorithmic design made using fitness landscape analysis can be seen as an example of explainable AI in the optimisation domain. The present paper proposes a framework that performs fitness landscape analysis and designs a Pattern Search (PS) algorithm on the basis of the results of the analysis. The algorithm is implemented in a restarting fashion: at each restart, the fitness landscape analysis refines the analysis of the problem and updates the pattern matrix used by PS. A computationally efficient implementation is also presented in this study. Numerical results show that the proposed framework clearly outperforms standard PS and another PS implementation based on fitness landscape analysis. Furthermore, the two instances of the proposed framework considered in this study are competitive with popular algorithms present in the literature.


2021 ◽  
Vol 17 (12) ◽  
pp. e1009055
Author(s):  
Juan Diaz-Colunga ◽  
Ramon Diaz-Uriarte

Accurate prediction of tumor progression is key for adaptive therapy and precision medicine. Cancer progression models (CPMs) can be used to infer dependencies in mutation accumulation from cross-sectional data and provide predictions of tumor progression paths. However, their performance when predicting complete evolutionary trajectories is limited by violations of assumptions and the size of available data sets. Instead of predicting full tumor progression paths, here we focus on short-term predictions, more relevant for diagnostic and therapeutic purposes. We examine whether five distinct CPMs can be used to answer the question “Given that a genotype with n mutations has been observed, what genotype with n + 1 mutations is next in the path of tumor progression?” or, shortly, “What genotype comes next?”. Using simulated data we find that under specific combinations of genotype and fitness landscape characteristics CPMs can provide predictions of short-term evolution that closely match the true probabilities, and that some genotype characteristics can be much more relevant than global features. Application of these methods to 25 cancer data sets shows that their use is hampered by a lack of information needed to make principled decisions about method choice. Fruitful use of these methods for short-term predictions requires adapting method’s use to local genotype characteristics and obtaining reliable indicators of performance; it will also be necessary to clarify the interpretation of the method’s results when key assumptions do not hold.


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