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On a discretizable subclass of instances of the molecular distance geometry problem.

, , , and . SAC, page 804-805. ACM, (2009)

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Comparisons between an exact and a metaheuristic algorithm for the molecular distance geometry problem., , , and . GECCO, page 333-340. ACM, (2009)A Combinatorial Approach to Multidimensional Scaling., , and . BigData Congress, page 562-569. IEEE Computer Society, (2014)New error measures and methods for realizing protein graphs from distance data., , , , and . CoRR, (2016)Preface: Special issue on distances in optimization and graphs dedicated to the memory of Michel Deza., and . Optim. Lett., 14 (2): 269-271 (2020)Computing artificial backbones of hydrogen atoms in order to discover protein backbones., , , and . IMCSIT, page 759-764. IEEE, (2009)A Hybrid Genetic Algorithm for Finding Stable Conformations of Small Molecules., , , , and . SBRN, page 90-94. IEEE Computer Society, (2000)Hypercomplex Signal and Image Processing: Part 2 From the Guest Editors., , , , , , , and . IEEE Signal Process. Mag., 41 (3): 18-20 (May 2024)A note on the sum of the largest signless Laplacian eigenvalues., , , , and . Electron. Notes Discret. Math., (2016)The integration of Clifford Algebra in the iBP algorithm for the DMDGP., , , , and . IWBBIO, page 745-746. Copicentro Editorial, (2013)The Molecular Distance Geometry Problem Applied to Protein Conformations., , and . CTW, page 337-340. (2009)