JuLib | Articles & more - {"Computational Science and Mathematical Methods"}

Copper Binding to the N-Terminally Acetylated, Naturally Occurring Form of Alpha-Synuclein Induces Local Helical Folding

Miotto, Marco C.
2015

Journal of the American Chemical Society, 137 (2015) 20, S. 6444 - 6447

“...Computational Science and Mathematical Methods...”

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323

Cube v4: From Performance Report Explorer to Performance Analysis ToolS

Saviankou, Pavel
2015

2015

“...Computational Science and Mathematical Methods...”

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324

Poster

JUBE – A Flexible, Application- and Platform-Independent Environment for Benchmarking

Lührs, Sebastian
2015

“...Computational Science and Mathematical Methods...”

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325

Enabling Large Scale LAPW DFT Calculations by a Scalable Iterative Eigensolver

Di Napoli, Edoardo
2015

2015

“...Computational Science and Mathematical Methods...”

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326

Contribution to a book

TROPOSPHERIC CHEMISTRY AND COMPOSITION ; Aliphatic Hydrocarbons

Rudolph, J.
2015

2015

“...Computational Science and Mathematical Methods...”

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327

Spectrum of Three-Body Bound States in a Finite Volume

Meißner, Ulf-G.
2015

Physical review letters, 114 (2015) 9, S. 091602

“...Computational Science and Mathematical Methods...”

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328

Constraints on the chiral unitary $\bar KN$ amplitude from πΣK+ photoproduction data

Mai, Maxim
2015

The @European physical journal / A, 51 (2015) 3, S. 30

“...Computational Science and Mathematical Methods...”

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329

Uncertainties of Euclidean time extrapolation in lattice effective field theory

Lähde, Timo
2015

Journal of physics / G, 42 (2015) 3, S. 034012 -

“...Computational Science and Mathematical Methods...”

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330

Beyond the Standard model matrix elements with the gradient flow: the case of the nucleon electric dipole moment

Shindler, Andrea
2015

“...Computational Science and Mathematical Methods...”

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331

Beyond the Standard model matrix elements with the gradient flow: the case of the nucleon electric dipole moment

Shindler, Andrea
2015

“...Computational Science and Mathematical Methods...”

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332

Beyond the Standard model matrix elements with the gradient flow: the case of the nucleon electric dipole moment

Shindler, Andrea
2015

“...Computational Science and Mathematical Methods...”

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333

Beyond the Standard model matrix elements with the gradient flow: the case of the nucleon electric dipole moment

Shindler, Andrea
2015

“...Computational Science and Mathematical Methods...”

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334

Beyond the Standard model matrix elements with the gradient flow: the case of the nucleon electric dipole moment

Shindler, Andrea
2015

“...Computational Science and Mathematical Methods...”

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335

Beyond the Standard model matrix elements with the gradient flow: the case of the nucleon electric dipole moment

Shindler, Andrea
2015

“...Computational Science and Mathematical Methods...”

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336

Beyond the Standard model matrix elements with the gradient flow: the case of the nucleon electric dipole moment

Shindler, Andrea
2015

“...Computational Science and Mathematical Methods...”

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337

Introduction to the gradient flow in quantum field theory and applications

Shindler, Andrea
2015

“...Computational Science and Mathematical Methods...”

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338