Zobrazeno 1 - 10
of 1 617
pro vyhledávání: '"Mariconda A"'
Autor:
Cerf, Raphaël, Mariconda, Carlo
The basic problem of the calculus of variations consists of finding a function that minimizes an energy, like finding the fastest trajectory between two points for a point mass in a gravity field moving without friction under the influence of gravity
Externí odkaz:
http://arxiv.org/abs/2404.02901
Autor:
Giacomo Farì, Carlo Mariconda, Laura Dell’Anna, Francesco Quarta, Danilo Donati, Cristiano Sconza, Vincenzo Ricci, Giustino Varrassi, Valeria Coco, Alessandro Manelli, Ennio Spadini, Maria Teresa Giglio, Andrea Bernetti
Publikováno v:
Clinics and Practice, Vol 14, Iss 4, Pp 1478-1495 (2024)
Spine pain (SP) is the most common musculoskeletal disorder that causes transitional forms of motor disability. Considering its affordability and safety, manipulative therapy (MT) stands as one of the primary therapeutic approaches for SP and the rel
Externí odkaz:
https://doaj.org/article/c9002b7e8fb7479ba757561857611157
Publikováno v:
PeerJ, Vol 12, p e18009 (2024)
Recent evidence suggested the existence of a spatial associations for music tempo with faster left-hand responses to relatively slow tempos and faster right-hand responses to relatively fast tempos. We refer to a study that systematically explored th
Externí odkaz:
https://doaj.org/article/7d88860eb3f54eeca174e8425812d78a
Autor:
Farì, Giacomo1,2 (AUTHOR) andrea.bernetti@unisalento.it, Mariconda, Carlo1,3 (AUTHOR) valecoco@yahoo.it, Dell'Anna, Laura4 (AUTHOR) lauradellanna@gmail.com, Quarta, Francesco5 (AUTHOR) francesco.quarta6@studenti.unisalento.it, Donati, Danilo6 (AUTHOR) danilo.donati@unimore.it, Sconza, Cristiano7 (AUTHOR) cristiano.sconza@gmail.com, Ricci, Vincenzo8 (AUTHOR) ricci.vincenzo@asst-fbf-sacco.it, Varrassi, Giustino9 (AUTHOR) g.varrassi@fondazioneprocacci.org, Coco, Valeria1 (AUTHOR) emanelli@libero.it, Manelli, Alessandro1 (AUTHOR) ennio.spadini@gmail.com, Spadini, Ennio1 (AUTHOR), Giglio, Maria Teresa10 (AUTHOR) mariateresa.giglio@uniba.it, Bernetti, Andrea2 (AUTHOR)
Publikováno v:
Clinics & Practice. Aug2024, Vol. 14 Issue 4, p1478-1495. 18p.
Autor:
Raphael, Cerf, Carlo, Mariconda
Let $L:\mathbb R\times \mathbb R\to [0, +\infty[\,\cup\{+\infty\}$ be a Borel function. We consider the problem \begin{equation}\tag{P}\min F(y)=\int_0^1L(y(t), y'(t))\,dt: y(0)=0,\, y\in W^{1,1}([0,1],\mathbb R).\end{equation} We give an example of
Externí odkaz:
http://arxiv.org/abs/2209.03820
Autor:
Bettiol, Piernicola, Mariconda, Carlo
We consider a Bolza type optimal control problem of the form \begin{equation}\min J_{t}(y,u):=\int_t^T\Lambda(s,y(s), u(s))\,ds+g(y(T))\tag{P$_{t,x}$}\end{equation} Subject to: \begin{equation}\label{tag:admissible}\tag{D}\begin{cases} y\in AC([t,T];
Externí odkaz:
http://arxiv.org/abs/2201.06158
Autor:
Mariconda, Carlo
Let $F(y):=\displaystyle\int_t^TL(s, y(s), y'(s))\,ds$ be a positive functional, unnecessarily autonomous, defined on the space $ W^{1,p}([t,T]; \mathbb R^n)$ ($p\ge 1$) of Sobolev functions, possibly with prescribed one or two end point conditions.
Externí odkaz:
http://arxiv.org/abs/2201.06155
Autor:
Mariconda, Carlo
Let $F(y):=\displaystyle\int_t^TL(s, y(s), y'(s))\,ds$ be a positive functional (the "energy"), unnecessarily autonomous, defined on the space of Sobolev functions $W^{1,p}([t,T]; \mathbb R^n)$ ($p\ge 1$). We consider the problem of minimizing $F$ am
Externí odkaz:
http://arxiv.org/abs/2201.07222
Autor:
D’Amato, A., Iacopetta, D., Ceramella, J., Troiano, R., Mariconda, A., Catalano, A., Marra, M., Saturnino, C., Rosano, C., Sinicropi, M.S., Longo, P.
Publikováno v:
In European Journal of Medicinal Chemistry 5 November 2024 277
Autor:
Mariconda, Steven J.
Publikováno v:
Lovecraft Annual, 2023 Jan 01(17), 206-225.
Externí odkaz:
https://www.jstor.org/stable/27260623