Search Results 20 results found

سرمدي

Nicom. Arithm. (Pythagorei Introductionis Arithmeticae)

Filecard: Nicom.Arithm.2164

ἀεί | سرمد

Arist. Phys. (Physica)

(Greek reference: Arist. Phys. VIII 1, 251b13)

kāna sarmadan

Filecard: Arist.Phys.00295

ἀίδιος | سرمدي

Arist. Gener. anim. (De generatione animalium)

Filecard: Arist.Gener-anim.0879

ἀίδιος | سرمدي

Arist. Metaph. (Metaphysica)

Filecard: Arist.Metaph.0303

ἀίδιος | سرمدي

Arist. Part. anim. (De partibus animalium)

Filecard: Arist.Part-anim.00274

ἀίδιος | سرمدي

Nicom. Arithm. (Pythagorei Introductionis Arithmeticae)

al-ašyāʾu l-samadiyyatu

Filecard: Nicom.Arithm.2165

ἀΐδιος | سرمدى

Ps.-Plut. Placita (Placita Philosophorum)

Filecard: Ps-Plut.Placita.1626

ἀΐδιος | سرمدى

Ps.-Plut. Placita (Placita Philosophorum)

Filecard: Ps-Plut.Placita.1627

ἀΐδιος | سرمدى

Ps.-Plut. Placita (Placita Philosophorum)

Filecard: Ps-Plut.Placita.1628

ἀΐδιος | سرمدى

Ps.-Plut. Placita (Placita Philosophorum)

Filecard: Ps-Plut.Placita.1629

ἀΐδιος | سرمدى

Ps.-Plut. Placita (Placita Philosophorum)

Filecard: Ps-Plut.Placita.1630

ἀΐδιος | سرمدى

Ps.-Plut. Placita (Placita Philosophorum)

Filecard: Ps-Plut.Placita.1631

ἀΐδιος | سرمدى

Ps.-Plut. Placita (Placita Philosophorum)

Filecard: Ps-Plut.Placita.1632

ἀΐδιος | سرمدى

Ps.-Plut. Placita (Placita Philosophorum)

Filecard: Ps-Plut.Placita.1633

ἀΐδιος | سرمدي

Ps.-Plut. Placita (Placita Philosophorum)

οἱ ἀΐδιοι

al-ǧawāhiru l-sarmadiyyatu

Filecard: Ps-Plut.Placita.1634

ἄπειρος | سرمد

Arist. Phys. (Physica)

(Greek reference: Arist. Phys. VI 10, 241a26)

(Arabic reference: 729.16)

Filecard: Arist.Phys.00296

ἀφθαρσία | سرمدى

Ps.-Plut. Placita (Placita Philosophorum)

al-sarmadiyyatu

Filecard: Ps-Plut.Placita.1635

συνεχής | سرمد

Arist. Phys. (Physica)

συνεχῶς (Greek reference: Arist. Phys. VIII 7, 260b20)

kāna sarmadan

Filecard: Arist.Phys.00291

συνεχής | سرمد

Arist. Phys. (Physica)

(Greek reference: Arist. Phys. VIII 6, 259a22)

kāna sarmadan

Filecard: Arist.Phys.00292

συνεχής | سرمد

Arist. Phys. (Physica)

καὶ τοῦτ’ εἶναι συνεχῶς (Greek reference: Arist. Phys. VIII 6, 258b27)

wa-anna ḏālika sarmadun

Filecard: Arist.Phys.00294