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

Thermal Properties of Dense MatterThe Homogeneous Phase

Constantinou, Constantinos
2015

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

2

Thermal and Adiabatic Indices in Binary Mergers

Constantinou, Constantinos
2015

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

3

Degenerate limit thermodynamics beyond leading order for models of dense matter

Constantinou, Constantinos
2015

Annals of physics, 363 (2015) S. 533 - 555

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

4

Thermal properties of hot and dense matter with finite range interactions

Constantinou, Constantinos
2015

Physical Review C Physical review / C, 92 92 (2015 2015) 2 2, S. 025801 025801

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

5

Refined analysis on the $X ( 3872 )$ resonance

Meng, Ce
2015

Physical Review D Physical review / D, 92 92 (2015 2015) 3 3, S. 034020 034020

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

6

One-loop analysis of the interactions between charmed mesons and Goldstone bosons

Yao, Deliang
2015

Journal of high energy physics, 2015 (2015) 11, S. 58

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

7

New insights into the D s 0 * ( 2317 ) and other charm scalar mesons

Guo, Zhi-Hui
2015

Physical Review D Physical review / D, 92 92 (2015 2015) 9 9, S. 094008 094008

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

8

Impact of the phonon coupling on the photon strength function

Achakovskiy, Oleg
2015

Physical Review C Physical review / C, 91 91 (2015 2015) 3 3, S. 034620 034620

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

9

J / ψ ( η c ) N and ϒ ( η b ) N cross sections

Xiao, Chu-Wen
2015

Physical Review D Physical review / D, 92 92 (2015 2015) 11 11, S. 114002 114002

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

10

Nuclear physics from QCD on supercomputers

Shindler, Andrea
2015

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

11

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...”

12

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...”

13

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...”

14

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...”

15

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...”

16

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...”

17

Introduction to the gradient flow in quantum field theory and applications

Shindler, Andrea
2015

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

18