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Arabic Lexeme: 'مجموع'
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مجموعة

Artem. Onirocr. (Oneirocritica)

Filecard: Artem.Onirocr.00303

μεταλαμβάνω | مجموع

Eucl. El. (Elementa)

μεταλαμβανόμεναι

Filecard: Eucl.El.3328

ὅλος | مجموع

Eucl. El. (Elementa)

τὰ ὅλα

maǧmūʿātuhā

Filecard: Eucl.El.3325

ὁμοῦ | مجموعة

Artem. Onirocr. (Oneirocritica)

ὁμοῦ πάντες

Filecard: Artem.Onirocr.00231

πᾶς | مجموع

Arist. Metaph. (Metaphysica)

Filecard: Arist.Metaph.0040

πᾶς | مجموعة

Artem. Onirocr. (Oneirocritica)

ὁμοῦ πάντες

Filecard: Artem.Onirocr.00231

πᾶς | مجموعة

Artem. Onirocr. (Oneirocritica)

Filecard: Artem.Onirocr.00281

συμπλέκω | مجموع

Nicom. Arithm. (Pythagorei Introductionis Arithmeticae)

οἷον συμπλακεῖσαι

ka-l-maǧmūʿati min

Filecard: Nicom.Arithm.0295

συνάγω | مجموعة

Arist. Eth. Nic. (Ethica Nicomachea)

(Greek reference: Arist. Eth. Nic. X 9, 1181b17)

(Arabic reference: 581.13)

Filecard: Arist.Eth-Nic.10041

συνδυάζω | مجموع

Arist. Metaph. (Metaphysica)

maǧmūʿatun maʿan

Filecard: Arist.Metaph.0045

σύνθεσις | مجموع

Nicom. Arithm. (Pythagorei Introductionis Arithmeticae)

τῇ συνθέσει

Filecard: Nicom.Arithm.0308

σύνθετος | مجموع

Nicom. Arithm. (Pythagorei Introductionis Arithmeticae)

Filecard: Nicom.Arithm.0307

σύνθετος | مجموع

Nicom. Arithm. (Pythagorei Introductionis Arithmeticae)

ἐπὶ τὸν σύνθετον παραβλητέον

qismatahu ʿalā...maǧmūʿayni

Filecard: Nicom.Arithm.0407

σύνθετος | مجموع

Nicom. Arithm. (Pythagorei Introductionis Arithmeticae)

ἐπὶ τὸν σύνθετον παραβλητέον

qismatahu ʿalā...maǧmūʿayni

Filecard: Nicom.Arithm.0408

σύστημα | مجموع

Nicom. Arithm. (Pythagorei Introductionis Arithmeticae)

Filecard: Nicom.Arithm.0316

σύστημα | مجموع

Nicom. Arithm. (Pythagorei Introductionis Arithmeticae)

ἀμφοῖν σύστημα

miṯlu l-ittifāqayni llaḏayni ḏakarnā maǧmūʿayni

Filecard: Nicom.Arithm.0359

ὑπό | مجموع

Eucl. El. (Elementa)

αἱ ὑπὸ ΔΒΑ, ΑΒΓ

maǧmūʿu zāwiyatai abǧ abh

Filecard: Eucl.El.3324

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