nikita n. senik | on homogenization for locally periodic elliptic problems on a domain
Published 3 years ago • 134 plays • Length 42:16Download video MP4
Download video MP3
Similar videos
-
51:07
renjith t. : homogenization of elliptic p.d.e. with oscillating coefficients and l^1 source term
-
23:35
on periodic homogenization of non-local convolution type operators. part 6 | elena zhizhina
-
33:51
time evolution on the information lattice and slow growth of number entropy in l-bit models by jens.
-
41:58
on periodic homogenization of non-local convolution type operators. part 3 | elena zhizhina
-
1:42
notch ankyrin domain: evolutionary rise of a thermodynamic sensor
-
25:25
asymptotic study of a locally periodic oscillating boundary by aiyappan srinivasan
-
15:09
ne43 hal tasaki "a modern introduction to nonequilibrium statistical mechanics"
-
1:29:32
non-perturbative renormalization group and asymptotic safety: lecture 3, benjamin knorr
-
27:41
chris burr - nix for software deployment in high energy physics (nixcon 2018)
-
51:30
scott armstrong: introduction to elliptic homogenization: from qualitative to quantitative (part 5)
-
8:10
ne45 hal tasaki "a modern introduction to nonequilibrium statistical mechanics"
-
41:42
ne42 hal tasaki "a modern introduction to nonequilibrium statistical mechanics"
-
18:51
quasilinear elliptic problems in a domain with imperfect interface and l1 data by rheadel fulgencio
-
1:06:06
rubin’s conjecture on local units in the anticyclotomic tower at inert primes by shinichi kobayashi
-
1:10:34
1- physics of heat transport at the nanoscale – keivan esfarjani
-
3:30
niklas hambüchen/nh2 - building static executables with nix (nixcon 2018)
-
46:44
tatiana suslina | homogenization of the periodic schrodinger-type equations
-
53:07
homogenization in oscillating boundary with non-homogeneous non-linear boundary conditions
-
43:19
on the set of pseudo-rotations on annulus by zhiyuan zhang
-
10:00
nanoelectronic modeling lecture 20: negf in a quasi-1d formulation - part 1/2