pythagorean

Who acts: Greek thinker, numbers, We, one · What happens: have, do, teach, be, find, accord · To what, where: basis, idea, Pythagorean system, Symbol, solution, Pythagorean dualism · Speech: someone speaks here

«pythagorean» in the Judaism dictionary: its meaning for a pupil and its 3 examples, every sentence parsed by Mova itself — its syntax tree, a dependency tree in the style of Universal Dependencies, and its pragmatics clause by clause. The word in the dictionary, with its sense in the lessons: pythagorean in the Judaism dictionary.

Meaning 1

Having to do with Pythagoras, the Greek thinker who taught that numbers are the basis of all things, or with his followers.

The tree, 22 words

The words, one row each (CoNLL-U)

#	word	lemma	UPOS	features	head	relation
1	Having	have	VERB	Tense=Pres VerbForm=Part	11 taught	advcl
2	to	to	PART	_	3 do	mark
3	do	do	VERB	VerbForm=Inf	1 Having	xcomp
4	with	with	ADP	_	5 Pythagoras	case
5	Pythagoras	Pythagoras	PROPN	Number=Sing	3 do	obl
6	,	,	PUNCT	_	1 Having	punct
7	the	the	DET	Definite=Def PronType=Art	9 thinker	det
8	Greek	Greek	ADJ	Degree=Pos	9 thinker	amod
9	thinker	thinker	NOUN	Number=Sing	11 taught	nsubj
10	who	who	PRON	PronType=Rel	11 taught	nsubj
11	taught	teach	VERB	Mood=Ind Number=Sing Person=3 Tense=Past VerbForm=Fin	root	root
12	that	that	SCONJ	_	16 basis	mark
13	numbers	number	NOUN	Number=Plur	16 basis	nsubj
14	are	be	AUX	Mood=Ind Number=Plur Person=3 Tense=Pres VerbForm=Fin	16 basis	cop
15	the	the	DET	Definite=Def PronType=Art	16 basis	det
16	basis	basis	NOUN	Number=Sing	11 taught	ccomp
17	of	of	ADP	_	19 things	case
18	all	all	DET	PronType=Tot	19 things	det
19	things	thing	NOUN	Number=Plur	16 basis	nmod
20	,	,	PUNCT	_	24 followers	punct
21	or	or	CCONJ	_	24 followers	cc
22	with	with	ADP	_	24 followers	case
23	his	his	PRON	Case=Gen Gender=Masc Number=Sing Person=3 Poss=Yes PronType=Prs	24 followers	nmod:poss
24	followers	follower	NOUN	Number=Plur	19 things	nmod
25	.	.	PUNCT	_	11 taught	punct

#	verb	tense, mood	who	what, whom	other	roles by
1	have	gerund	the Greek thinker not said here			tree rules
2	do	to-infinitive	the Greek thinker not said here		with Pythagoras	vn act-114-1 «NP V»: agent=Agent
3	teach speech: other	past	the Greek thinker			vn transfer_mesg-37.1.1-1-1 «NP V»: agent=Agent
4	is a	present	numbers	the basis	of all things with thinker's followers	tree rules

One row per clause the reader finds. «not said here»: a role filled from the clause above. «roles by»: a VerbNet class and frame when one fits the verb, else the reader's rules on the tree.

Example 1

We find this very idea in the Pythagorean system. (Sefer Yetzirah, Kalisch 1877)

Sentence 1: We find this very idea in the Pythagorean system.

The words, one row each (CoNLL-U)

#	word	lemma	UPOS	features	head	relation
1	We	we	PRON	Case=Nom Number=Plur Person=1 PronType=Prs	2 find	nsubj
2	find	find	VERB	Mood=Ind Number=Plur Person=1 Tense=Pres VerbForm=Fin	root	root
3	this	this	DET	Number=Sing PronType=Dem	5 idea	det
4	very	very	ADV	_	5 idea	advmod
5	idea	idea	NOUN	Number=Sing	2 find	obj
6	in	in	ADP	_	9 system	case
7	the	the	DET	Definite=Def PronType=Art	9 system	det
8	Pythagorean	Pythagorean	PROPN	Number=Sing	9 system	compound
9	system	system	NOUN	Number=Sing	2 find	obl
10	.	.	PUNCT	_	2 find	punct

#	verb	tense, mood	who	what, whom	to whom	where	when	other	roles by
1	find	present	We	this idea		the Pythagorean system			vn discover-84 «NP V NP»: agent=Agent idea=Topic

Sentence 2: (Sefer Yetzirah, Kalisch 1877)

The words, one row each (CoNLL-U)

#	word	lemma	UPOS	features	head	relation
1	(	(	PUNCT	_	2 Sefer	punct
2	Sefer	Sefer	PROPN	Number=Sing	root	root
3	Yetzirah	Yetzirah	PROPN	Number=Sing	2 Sefer	flat
4	,	,	PUNCT	_	5 Kalisch	punct
5	Kalisch	Kalisch	PROPN	Number=Sing	2 Sefer	conj
6	1877	1877	NUM	NumForm=Digit NumType=Card	5 Kalisch	flat
7	)	)	PUNCT	_	2 Sefer	punct

The frames reader finds no event or fact in this sentence.

Example 2

The "one" in the Pythagorean dualism is the Symbol, I. (Mordell, The Origin of Letters and Numerals according to Sefer Yetzirah (1914))

The tree, 22 words

The words, one row each (CoNLL-U)

#	word	lemma	UPOS	features	head	relation
1	The	the	DET	Definite=Def PronType=Art	3 one	det
2	"	"	PUNCT	_	3 one	punct
3	one	one	NOUN	Number=Sing	11 Symbol	nsubj
4	"	"	PUNCT	_	3 one	punct
5	in	in	ADP	_	8 dualism	case
6	the	the	DET	Definite=Def PronType=Art	8 dualism	det
7	Pythagorean	pythagorean	ADJ	Degree=Pos	8 dualism	amod
8	dualism	dualism	NOUN	Number=Sing	3 one	nmod
9	is	be	AUX	Mood=Ind Number=Sing Person=3 Tense=Pres VerbForm=Fin	11 Symbol	cop
10	the	the	DET	Definite=Def PronType=Art	11 Symbol	det
11	Symbol	symbol	NOUN	Number=Sing	root	root
12	,	,	PUNCT	_	13 I.	punct
13	I.	I.	PROPN	Number=Sing	11 Symbol	appos
14	(	(	PUNCT	_	15 Mordell	punct
15	Mordell	Mordell	PROPN	Number=Sing	13 I.	conj
16	,	,	PUNCT	_	18 Origin	punct
17	The	the	DET	Definite=Def PronType=Art	18 Origin	det
18	Origin	Origin	PROPN	Number=Sing	15 Mordell	appos
19	of	of	ADP	_	20 Letters	case
20	Letters	letter	NOUN	Number=Plur	18 Origin	nmod
21	and	and	CCONJ	_	22 Numerals	cc
22	Numerals	numeral	NOUN	Number=Plur	20 Letters	conj
23	according	accord	VERB	ExtPos=ADP Tense=Pres VerbForm=Part	25 Sefer	case
24	to	to	ADP	_	23 according	fixed
25	Sefer	Sefer	PROPN	Number=Sing	11 Symbol	nmod
26	Yetzirah	Yetzirah	PROPN	Number=Sing	25 Sefer	flat
27	(	(	PUNCT	_	28 1914	punct
28	1914	1914	NUM	NumForm=Digit NumType=Card	25 Sefer	appos
29	))	))	PUNCT	_	28 1914	punct

#	verb	tense, mood	who	what, whom	to whom	where	when	other	roles by
1	is a	present	the one in the Pythagorean dualism	the Symbol				accord Sefer	tree rules
2	accord	gerund							vn future_having-13.3 «NP V NP.theme (PP)»: agent=Agent

Example 3

A solution to this question will be found in the Pythagorean dualism. (Mordell, The Origin of Letters and Numerals according to Sefer Yetzirah (1914))

Sentence 1: A solution to this question will be found in the Pythagorean dualism.

The words, one row each (CoNLL-U)

#	word	lemma	UPOS	features	head	relation
1	A	a	DET	Definite=Ind PronType=Art	2 solution	det
2	solution	solution	NOUN	Number=Sing	8 found	nsubj:pass
3	to	to	ADP	_	5 question	case
4	this	this	DET	Number=Sing PronType=Dem	5 question	det
5	question	question	NOUN	Number=Sing	2 solution	nmod
6	will	will	AUX	VerbForm=Fin	8 found	aux
7	be	be	AUX	VerbForm=Inf	8 found	aux:pass
8	found	find	VERB	Tense=Past VerbForm=Part Voice=Pass	root	root
9	in	in	ADP	_	12 dualism	case
10	the	the	DET	Definite=Def PronType=Art	12 dualism	det
11	Pythagorean	pythagorean	ADJ	Degree=Pos	12 dualism	amod
12	dualism	dualism	NOUN	Number=Sing	8 found	obl
13	.	.	PUNCT	_	8 found	punct

#	verb	tense, mood	who	what, whom	to whom	where	when	other	roles by
1	find	future · passive		a solution to this question		the Pythagorean dualism			vn discover-84 «NP V NP»: subject=Topic

Sentence 2: (Mordell, The Origin of Letters and Numerals according to Sefer Yetzirah (1914))

The tree, 12 words

The words, one row each (CoNLL-U)

#	word	lemma	UPOS	features	head	relation
1	(	(	PUNCT	_	2 Mordell	punct
2	Mordell	Mordell	PROPN	Number=Sing	root	root
3	,	,	PUNCT	_	5 Origin	punct
4	The	the	DET	Definite=Def PronType=Art	5 Origin	det
5	Origin	Origin	PROPN	Number=Sing	2 Mordell	appos
6	of	of	ADP	_	7 Letters	case
7	Letters	letter	NOUN	Number=Plur	5 Origin	nmod
8	and	and	CCONJ	_	9 Numerals	cc
9	Numerals	numeral	NOUN	Number=Plur	7 Letters	conj
10	according	accord	VERB	ExtPos=ADP Tense=Pres VerbForm=Part	12 Sefer	case
11	to	to	ADP	_	10 according	fixed
12	Sefer	Sefer	PROPN	Number=Sing	2 Mordell	nmod
13	Yetzirah	Yetzirah	PROPN	Number=Sing	12 Sefer	flat
14	(	(	PUNCT	_	15 1914	punct
15	1914	1914	NUM	NumForm=Digit NumType=Card	2 Mordell	list
16	))	))	PUNCT	_	2 Mordell	punct

#	verb	tense, mood	who	what, whom	to whom	where	when	other	roles by
1	accord	gerund							vn future_having-13.3 «NP V NP.theme (PP)»: agent=Agent

Text: the Judaism dictionary of Mova's schools (world/data/dictionary-schools/), written for Mova. Trees: Mova's own parse — the en model on the CPU, when the site is built — not checked by a teacher; they may be wrong. Frames: Mova's frames reader (prag), each meaning and example read on its own. Elamur Cosmic License.

This page in Markdown → https://md.mova.elamur.ai/free/en/corpora/dictionaries/judaism/P/pythagorean/