Changes

              
    

          
          
        
        

            
f
1
{
f
1
{
            
2
  "access_rights": "",
2
  "access_rights": "",
            
3
  "author": "Nicholas F. Marshall",
3
  "author": "Nicholas F. Marshall",
            
4
  "author_email": "",
4
  "author_email": "",
            
5
  "citation": [],
5
  "citation": [],
            
6
  "creator_user_id": "17755db4-395a-4b3b-ac09-e8e3484ca700",
6
  "creator_user_id": "17755db4-395a-4b3b-ac09-e8e3484ca700",
            
7
  "defined_in": "https://doi.org/10.48550/arXiv.2207.13674",
7
  "defined_in": "https://doi.org/10.48550/arXiv.2207.13674",
            
8
  "doi": "10.57702/9iphe5mt",
8
  "doi": "10.57702/9iphe5mt",
            
n
9
  "doi_date_published": null,
n
9
  "doi_date_published": "2024-12-03",
            
10
  "doi_publisher": "TIB",
10
  "doi_publisher": "TIB",
            
n
11
  "doi_status": false,
n
11
  "doi_status": true,
            
12
  "domain": "https://service.tib.eu/ldmservice",
12
  "domain": "https://service.tib.eu/ldmservice",
            
13
  "extra_authors": [
13
  "extra_authors": [
            
14
    {
14
    {
            
15
      "extra_author": "Oscar Mickelin",
15
      "extra_author": "Oscar Mickelin",
            
16
      "orcid": ""
16
      "orcid": ""
            
17
    },
17
    },
            
18
    {
18
    {
            
19
      "extra_author": "Amit Singer",
19
      "extra_author": "Amit Singer",
            
20
      "orcid": ""
20
      "orcid": ""
            
21
    }
21
    }
            
22
  ],
22
  ],
            
23
  "groups": [
23
  "groups": [
            
24
    {
24
    {
            
25
      "description": "",
25
      "description": "",
            
26
      "display_name": "Harmonic Analysis",
26
      "display_name": "Harmonic Analysis",
            
27
      "id": "e6a9ed36-8538-4c9a-a841-e72eba6d270d",
27
      "id": "e6a9ed36-8538-4c9a-a841-e72eba6d270d",
            
28
      "image_display_url": "",
28
      "image_display_url": "",
            
29
      "name": "harmonic-analysis",
29
      "name": "harmonic-analysis",
            
30
      "title": "Harmonic Analysis"
30
      "title": "Harmonic Analysis"
            
31
    },
31
    },
            
32
    {
32
    {
            
33
      "description": "",
33
      "description": "",
            
34
      "display_name": "Image Processing",
34
      "display_name": "Image Processing",
            
35
      "id": "31f537e7-23f2-4663-9ae4-f2147dfbce50",
35
      "id": "31f537e7-23f2-4663-9ae4-f2147dfbce50",
            
36
      "image_display_url": "",
36
      "image_display_url": "",
            
37
      "name": "image-processing",
37
      "name": "image-processing",
            
38
      "title": "Image Processing"
38
      "title": "Image Processing"
            
39
    }
39
    }
            
40
  ],
40
  ],
            
41
  "id": "23392896-18f9-4818-b326-e30037c5ac9f",
41
  "id": "23392896-18f9-4818-b326-e30037c5ac9f",
            
42
  "isopen": false,
42
  "isopen": false,
            
43
  "landing_page": "https://doi.org/10.1002/maa.201900301",
43
  "landing_page": "https://doi.org/10.1002/maa.201900301",
            
44
  "license_title": null,
44
  "license_title": null,
            
45
  "link_orkg": "",
45
  "link_orkg": "",
            
46
  "metadata_created": "2024-12-03T10:28:23.982525",
46
  "metadata_created": "2024-12-03T10:28:23.982525",
            
n
47
  "metadata_modified": "2024-12-03T10:28:23.982530",
n
47
  "metadata_modified": "2024-12-03T10:28:24.310121",
            
48
  "name": "fast-expansion-into-harmonics-on-the-disk",
48
  "name": "fast-expansion-into-harmonics-on-the-disk",
            
49
  "notes": "The dataset used in this paper is a set of L x L images 
49
  "notes": "The dataset used in this paper is a set of L x L images 
            
50
representing functions on [-1, 1]^2 supported on the disk {x \u2208 
50
representing functions on [-1, 1]^2 supported on the disk {x \u2208 
            
51
R^2 : |x| < 1}. The images are digitized and the authors present a 
51
R^2 : |x| < 1}. The images are digitized and the authors present a 
            
52
fast and numerically accurate method for expanding these images into 
52
fast and numerically accurate method for expanding these images into 
            
53
the harmonics (Dirichlet Laplacian eigenfunctions) on the disk.",
53
the harmonics (Dirichlet Laplacian eigenfunctions) on the disk.",
            
n
54
  "num_resources": 0,
n
54
  "num_resources": 1,
            
55
  "num_tags": 3,
55
  "num_tags": 3,
            
56
  "organization": {
56
  "organization": {
            
57
    "approval_status": "approved",
57
    "approval_status": "approved",
            
58
    "created": "2024-11-25T12:11:38.292601",
58
    "created": "2024-11-25T12:11:38.292601",
            
59
    "description": "",
59
    "description": "",
            
60
    "id": "079d46db-32df-4b48-91f3-0a8bc8f69559",
60
    "id": "079d46db-32df-4b48-91f3-0a8bc8f69559",
            
61
    "image_url": "",
61
    "image_url": "",
            
62
    "is_organization": true,
62
    "is_organization": true,
            
63
    "name": "no-organization",
63
    "name": "no-organization",
            
64
    "state": "active",
64
    "state": "active",
            
65
    "title": "No Organization",
65
    "title": "No Organization",
            
66
    "type": "organization"
66
    "type": "organization"
            
67
  },
67
  },
            
68
  "owner_org": "079d46db-32df-4b48-91f3-0a8bc8f69559",
68
  "owner_org": "079d46db-32df-4b48-91f3-0a8bc8f69559",
            
69
  "private": false,
69
  "private": false,
            
70
  "relationships_as_object": [],
70
  "relationships_as_object": [],
            
71
  "relationships_as_subject": [],
71
  "relationships_as_subject": [],
            
t
72
  "resources": [],
t
72
  "resources": [
            
73
    {
            
74
      "cache_last_updated": null,
            
75
      "cache_url": null,
            
76
      "created": "2024-12-03T11:11:17",
            
77
      "data": [
            
78
        "dcterms:title",
            
79
        "dcterms:accessRights",
            
80
        "dcterms:creator",
            
81
        "dcterms:description",
            
82
        "dcterms:issued",
            
83
        "dcterms:language",
            
84
        "dcterms:identifier",
            
85
        "dcat:theme",
            
86
        "dcterms:type",
            
87
        "dcat:keyword",
            
88
        "dcat:landingPage",
            
89
        "dcterms:hasVersion",
            
90
        "dcterms:format",
            
91
        "mls:task",
            
92
        "datacite:isDescribedBy"
            
93
      ],
            
94
      "description": "The json representation of the dataset with its 
            
95
distributions based on DCAT.",
            
96
      "format": "JSON",
            
97
      "hash": "",
            
98
      "id": "0f99151d-f6db-4ade-97e1-5f657e60ddae",
            
99
      "last_modified": "2024-12-03T10:28:24.302516",
            
100
      "metadata_modified": "2024-12-03T10:28:24.313177",
            
101
      "mimetype": "application/json",
            
102
      "mimetype_inner": null,
            
103
      "name": "Original Metadata",
            
104
      "package_id": "23392896-18f9-4818-b326-e30037c5ac9f",
            
105
      "position": 0,
            
106
      "resource_type": null,
            
107
      "size": 1030,
            
108
      "state": "active",
            
109
      "url": 
            
110
resource/0f99151d-f6db-4ade-97e1-5f657e60ddae/download/metadata.json",
            
111
      "url_type": "upload"
            
112
    }
            
113
  ],
            
73
  "services_used_list": "",
114
  "services_used_list": "",
            
74
  "state": "active",
115
  "state": "active",
            
75
  "tags": [
116
  "tags": [
            
76
    {
117
    {
            
77
      "display_name": "Dirichlet Laplacian eigenfunctions",
118
      "display_name": "Dirichlet Laplacian eigenfunctions",
            
78
      "id": "bcc48b83-2e72-487a-ad56-c3eaceeba538",
119
      "id": "bcc48b83-2e72-487a-ad56-c3eaceeba538",
            
79
      "name": "Dirichlet Laplacian eigenfunctions",
120
      "name": "Dirichlet Laplacian eigenfunctions",
            
80
      "state": "active",
121
      "state": "active",
            
81
      "vocabulary_id": null
122
      "vocabulary_id": null
            
82
    },
123
    },
            
83
    {
124
    {
            
84
      "display_name": "harmonic analysis",
125
      "display_name": "harmonic analysis",
            
85
      "id": "9d1cb0ef-6cb6-4f5c-82fb-58c66d0d1c41",
126
      "id": "9d1cb0ef-6cb6-4f5c-82fb-58c66d0d1c41",
            
86
      "name": "harmonic analysis",
127
      "name": "harmonic analysis",
            
87
      "state": "active",
128
      "state": "active",
            
88
      "vocabulary_id": null
129
      "vocabulary_id": null
            
89
    },
130
    },
            
90
    {
131
    {
            
91
      "display_name": "image processing",
132
      "display_name": "image processing",
            
92
      "id": "12b6291b-2e80-4736-935f-cc942880df77",
133
      "id": "12b6291b-2e80-4736-935f-cc942880df77",
            
93
      "name": "image processing",
134
      "name": "image processing",
            
94
      "state": "active",
135
      "state": "active",
            
95
      "vocabulary_id": null
136
      "vocabulary_id": null
            
96
    }
137
    }
            
97
  ],
138
  ],
            
98
  "title": "Fast Expansion into Harmonics on the Disk",
139
  "title": "Fast Expansion into Harmonics on the Disk",
            
99
  "type": "dataset",
140
  "type": "dataset",
            
100
  "version": ""
141
  "version": ""
            
101
}
142
}