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B A Reva

Showing results (1-10 of 20) with videos related to

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Protein Engineering|October 1, 1992
A new approach to the design of a sequence with the highest affinity for a molecular surfaceB A Reva, A V Finkelstein
Protein Engineering|May 1, 1996
Search for the most stable folds of protein chains: I. Application of a self-consistent molecular field theory to a problem of protein three-dimensional structure predictionA V Finkelstein, B A Reva
Nature|June 6, 1991
A search for the most stable folds of protein chainsA V Finkelstein, B A Reva
Biofizika|May 1, 1990
[Determination of the folding of globular protein chain by the self-consistent field method]A V Finkel'shteĭn, B A Reva
Protein Engineering|May 1, 1996
Search for the most stable folds of protein chains: II. Computation of stable architectures of beta-proteins using a self-consistent molecular field theoryB A Reva, A V Finkelstein
Protein Engineering|October 1, 1992
Search for the stable state of a short chain in a molecular fieldA V Finkelstein, B A Reva
Methods in Molecular Biology (Clifton, N.J.)|November 21, 2000
Derivation and testing residue-residue mean-force potentials for use in protein structure recognitionB A Reva, A V Finkelstein, J Skolnick
Folding & Design|May 5, 1998
What is the probability of a chance prediction of a protein structure with an rmsd of 6 A?B A Reva, A V Finkelstein, J Skolnick
Proteins|May 18, 1999
Averaging interaction energies over homologs improves protein fold recognition in gapless threadingB A Reva, J Skolnick, A V Finkelstein
Molekuliarnaia Biologiia|July 1, 1994
[A rapid and precise method for lattice approximation of the course of a protein chain based on a dynamic programming algorithm]D S Rykunov, B A Reva, A V Finkel'shteĭn
Pageof 2

Showing results (1-10 of 20) with videos related to

Sort By:
Pageof 2
Protein Engineering|October 1, 1992
A new approach to the design of a sequence with the highest affinity for a molecular surfaceB A Reva, A V Finkelstein
Protein Engineering|May 1, 1996
Search for the most stable folds of protein chains: I. Application of a self-consistent molecular field theory to a problem of protein three-dimensional structure predictionA V Finkelstein, B A Reva
Nature|June 6, 1991
A search for the most stable folds of protein chainsA V Finkelstein, B A Reva
Biofizika|May 1, 1990
[Determination of the folding of globular protein chain by the self-consistent field method]A V Finkel'shteĭn, B A Reva
Protein Engineering|May 1, 1996
Search for the most stable folds of protein chains: II. Computation of stable architectures of beta-proteins using a self-consistent molecular field theoryB A Reva, A V Finkelstein
Protein Engineering|October 1, 1992
Search for the stable state of a short chain in a molecular fieldA V Finkelstein, B A Reva
Methods in Molecular Biology (Clifton, N.J.)|November 21, 2000
Derivation and testing residue-residue mean-force potentials for use in protein structure recognitionB A Reva, A V Finkelstein, J Skolnick
Folding & Design|May 5, 1998
What is the probability of a chance prediction of a protein structure with an rmsd of 6 A?B A Reva, A V Finkelstein, J Skolnick
Proteins|May 18, 1999
Averaging interaction energies over homologs improves protein fold recognition in gapless threadingB A Reva, J Skolnick, A V Finkelstein
Molekuliarnaia Biologiia|July 1, 1994
[A rapid and precise method for lattice approximation of the course of a protein chain based on a dynamic programming algorithm]D S Rykunov, B A Reva, A V Finkel'shteĭn
Pageof 2