This dataverse is a collection of the School of Physical and Mathematical Sciences’ research data.

Featured Dataverses

In order to use this feature you must have at least one published dataverse.

Publish Dataverse

Are you sure you want to publish your dataverse? Once you do so it must remain published.

Publish Dataverse

This dataverse cannot be published because the dataverse it is in has not been published.

Delete Dataverse

Are you sure you want to delete your dataverse? You cannot undelete this dataverse.

Advanced Search

241 to 250 of 8,397 Results
Jan 15, 2026 - Chapter 5
AVI Video - 77.7 KB - MD5: 70d8fab1def645d5b08038633d4fe7ac
Jan 15, 2026 - RAHAMAN Hasibur
Rahaman, Hasibur, 2026, "Chapter 5", https://doi.org/10.21979/N9/NXTKQJ, DR-NTU (Data), V1
This contains experimental data for my thesis. Thesis title: SPINTRONICS-BASED DOMAIN WALL DEVICES FOR NEUROMORPHIC COMPUTING Supervisor: S.N. Piramanayagam
Jan 15, 2026 - Chapter 5
AVI Video - 854.4 KB - MD5: 00ab0b152ff4b0c4deda6dc899203d5e
Jan 15, 2026 - Chapter 5
MPEG-4 Video - 14.8 KB - MD5: b040483648859fd86368465e0251856c
Jan 15, 2026 - Chapter 5
AVI Video - 93.0 KB - MD5: a7972e0323cd7fc5e1a5305018538104
RAHAMAN Hasibur(Nanyang Technological University)
Jan 15, 2026
Jan 13, 2026 - Yijie SHEN
Mata Cervera, Nilo; Shen, Yijie, 2026, "Replication Data for: Gouy phase-assisted Zeno effect for protecting light structure in random media", https://doi.org/10.21979/N9/C3FOYV, DR-NTU (Data), V1
Simulation data supporting the Figures in the manuscript
MATLAB Data - 118.1 MB - MD5: db2e06d019472cc4616a43408e73faf4
Survival power as a function of propagation distance for increasing number of pi-phase shift unitary kicks in 300 random realizations.
MATLAB Data - 21.7 MB - MD5: 82192214ba6ec40d35a54a5d546c2e86
Survival power as a function of propagation distance for increasing number of projective measurements in 300 random realizations.
MATLAB Data - 29.2 MB - MD5: e8ebbdfb332b7dbf3bc5d5e92a71b9b5
Survival power as a function of propagation distance for increasing number of 2f-unitary kicks in 400 random realizations.
Add Data

Log in to create a dataverse or add a dataset.

Share Dataverse

Share this dataverse on your favorite social media networks.

Link Dataverse
Reset Modifications

Are you sure you want to reset the selected metadata fields? If you do this, any customizations (hidden, required, optional) you have done will no longer appear.