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1.Efficient minimization of higher order submodular functions using monotonic Boolean functions

作者：Srikumar Ramalingam^a ; ^{srikumar@cs.utah.edu} ; Chris Russell^b ; ^c ; L&rsquo ; ubor Ladický ; ^d ; Philip H.S. Torr^e

关键词：Submodular functions ; Quadratic pseudo-Boolean functions ; Monotonic Boolean functions ; Dedekind number ; Max-flow/mincut algorithm

刊名：Discrete Applied Mathematics

出版年：2017

2.On the approximation of the step function by some sigmoid functions

作者：A. Iliev ; ^{aii@uni-plovdiv.bg} ; N. Kyurkchiev ^{nkyurk@math.bas.bg} ; S. Markov ^{smarkov@bio.bas.bg}

关键词：Step function ; Log&ndash ; logistic function ; Transmuted log&ndash ; logistic function ; Fisk and Richards models ; Hausdorff distance

刊名：Mathematics and Computers in Simulation

出版年：2017

3.A new generating function for calculating the Igusa local zeta function

作者：Raemeon A. Cowan ; Daniel J. Katz ; ^{daniel.katz@csun.edu" class="auth_mail" title="E-mail the corresponding author} ; Lauren M. White

关键词：Igusa local zeta function ; Generating function ; Quadratic form ; p-Adic field

刊名：Advances in Mathematics

出版年：2017

4.Extreme value estimation for a function of a random sample using binomial moments scheme and Boolean functions of events

作者：Jinwook Lee^a ; ^{jinwook.lee@drexel.edu} ; Jongpil Kim^b ; ^{jpkim@cs.rutgers.edu} ; Andrá ; s Pré ; kopa^c ; ^{andras.prekopa@gmail.com}

关键词：Function of a random sample ; Binomial moments scheme ; Boolean functions of events

刊名：Discrete Applied Mathematics

出版年：2017

5.The inverse hyperbolic tangent function and Jacobian sine function

作者：Gendi Wang ^{gendi.wang@zstu.edu.cn}

关键词：Hö ; lder mean ; Convexity ; Inverse hyperbolic tangent function ; Jacobian sine function

刊名：Journal of Mathematical Analysis and Applications

出版年：2017

6.Starting a new conversation: Engaging Veterans with spinal cord injury in discussions of what function means to them, the barriers/facilitators they encounter, and the adaptations they use to optimize function

作者：Jennifer N. Hill ; M.A.^a ; ^b ; ^c ; ^{jennifer.hill3@va.gov} ; Salva Balbale ; M.S.^a ; ^c ; ^d ; Keshonna Lones ; M.H.A.^a ; ^b ; Sherri L. LaVela ; Ph.D. ; M.P.H. ; M.B.A.^a ; ^b ; ^c ; ^d ; ^e

关键词：Spinal cord injury ; Function ; Photovoice

刊名：Disability and Health Journal

出版年：2017

7.Improving the lower bound on the maximum nonlinearity of 1-resilient Boolean functions and designing functions satisfying all cryptographic criteria

作者：WeiGuo Zhang ; ^a ; ^b ; ^{zwg@xidian.edu.cn" class="auth_mail" title="E-mail the corresponding author} ; ^{weiguozhang@vip.qq.com" class="auth_mail" title="E-mail the corresponding author} ; Enes Pasalic^c ; ^{enes.pasalic6@gmail.com" class="auth_mail" title="E-mail the corresponding author}

关键词：Boolean functions ; Nonlinearity ; Resiliency ; Algebraic immunity ; Stream ciphers

刊名：Information Sciences

出版年：2017

8.Accounting for the role of long walks on networks via a new matrix function

作者：Ernesto Estrada ; ^{ernesto.estrada@strath.ac.uk} ; Grant Silver

关键词：Matrix error functions ; Matrix tanh function ; Communicability functions ; Double-factorial ; Chordless cycles ; Complex networks

刊名：Journal of Mathematical Analysis and Applications

出版年：2017

9.On extended Hurwitz-Lerch zeta function

作者：Min-Jie Luo^a ; ^{mathwinnie@live.com} ; Rakesh Kumar Parmar^b ; ^{rakeshparmar27@gmail.com} ; Ravinder Krishna Raina^c ; ¹ ; ^{rkraina_7@hotmail.com}

关键词：Abel's summation formula ; Complete monotonicity ; Extended beta function ; Extended Hurwitz&ndash ; Lerch zeta function ; Generating function ; Lindelö ; f&ndash ; Wirtinger expansion

刊名：Journal of Mathematical Analysis and Applications

出版年：2017

10.A Fortran program to calculate the matrix elements of the Coulomb interaction involving hydrogenic wave functions

作者：L. Sarkadi ^{sarkadil@atomki.hu}

关键词：Coulomb interaction ; Matrix elements ; Ionization ; Hydrogenic wave functions ; Coulomb functions ; Multipole series expansion

刊名：Computer Physics Communications

出版年：2017

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