虚無よりの創造 - Japan Search model RDF

(There is only one resource "虚無よりの創造 (図書)" with description graph. Other 9 resources are in nested tables, or just refer to the source resource and have no own description)

虚無よりの創造

description of https://jpsearch.go.jp/data/dignl-1237264
rdf:type<https://jpsearch.go.jp/term/type/図書>
rdfs:label"虚無よりの創造"
schema:name 3"Kyomu yorino souzou" @en-jp
schema:name"キョム ヨリノ ソウゾウ" @ja-kana
schema:name"虚無よりの創造" @ja
ns0:accessInfo#accessinfo
ns0:agential 3_:vb11234466 (an orphan bnode)
ns0:agential_:vb11234464 (an orphan bnode)
ns0:agential_:vb11234465 (an orphan bnode)
ns0:sourceInfo#sourceinfo
ns0:spatial_:vb11234467 (an orphan bnode)
ns0:temporal_:vb11234468 (an orphan bnode)
schema:about<http://jla.or.jp/data/ndc#138> ( "ロシア哲学")
schema:creator 2<http://id.ndl.go.jp/auth/entity/00029147> ( "河上, 徹太郎, 1902-1980")
schema:creator<https://jpsearch.go.jp/entity/ncname/Lev_Chestov> ( "Chestov, Lev")
schema:datePublished"1934"
schema:description 4"大きさ、容量等: 207p ; 19cm"
schema:description"目次: 標題 / (0003.jp2); 目次 / (0005.jp2); アントン・チエホフ(虛無よりの創造) / 1 (0006.jp2); シェイクスピアに於ける倫理の問題 / 127 (0069.jp2); 跋 レオ・シエストフについて / 177 (0094.jp2)...(more)"
schema:description"注記: 附: シエイクスピアに於ける倫理の問題"
schema:description"資料種別: 図書"
schema:identifier 2"DOI:10.11501/1237264"
schema:identifier"info:ndljp/pid/1237264"
schema:inLanguage<http://id.loc.gov/vocabulary/iso639-2/jpn> ( "日本語")
schema:publisher<https://jpsearch.go.jp/entity/ncname/芝書店>
schema:spatial<https://jpsearch.go.jp/entity/place/東京> ( "東京都")
schema:temporal<https://jpsearch.go.jp/entity/time/1934> ( "1934年")
34 triples ()

This resource "虚無よりの創造" is, in addition, simply-referenced by the following URIs. (The next table describes reverse link where the right and left columns represent the subject and the predicate respectively and whose object is this resource, in the source. These subjects have no other attribute in this source.)

Simply-referenced https://jpsearch.go.jp/data/dignl-1237264
is rdfs:seeAlso of<https://jpsearch.go.jp/data/bibnl-47030124#accessinfo>
1 triples ()
35 triples