Vorlesungen uber Gastheorie. II teil: Theorie van der Waals'; Gase mit zusammengesetzten Molekulen; Gasdissociation; Schlussbemerkungen.

1912 · Leipzig:

by BOLTZMANN, Ludwig (1844-1906).
Leipzig:: Johann Ambrosius Barth, 1912., 1912. Second edition. Part II only. 8vo. x, 265 pp. Beige cloth stamped in black. Copy of Paul Thalmann, with his bookplate and title-page inscription; also his rubber-stamp, Bern. PROVENANCE: Paul Thalmann was a German physics professor (Inventory #: S11590)
Jeff Weber Rare Books
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Jeff Weber Rare Books

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phone number+41 (079) 630 23 73
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The Holy Bible, containing the Old Testament and the New: Translated out of the original tongues: and with the former translations Diligently compared and revised, By His Majesty's special Command.

The Holy Bible, containing the Old Testament and the New: Translated out of the original tongues: and with the former translations Diligently compared and revised, By His Majesty's special Command.

by [Fore-Edge Painting] [BIBLE 1802].

London: : John Reeves, 1802. , 1802
(click for more details about The Holy Bible, containing the Old Testament and the New: Translated out of the original tongues: and with the former translations Diligently compared and revised, By His Majesty's special Command.)
Mathematical Magick or, the Wonders that may be performed by Mechanical Geometry. In two books. Concerning Mechanical Powers. / Motions. Being one of the most easy, pleasant, useful, (and yet most neglected) part of mathematicks. Not before treated of in this language.
First Edition 

Mathematical Magick or, the Wonders that may be performed by Mechanical Geometry. In two books. Concerning Mechanical Powers. / Motions. Being one of the most easy, pleasant, useful, (and yet most neglected) part of mathematicks. Not before treated of in this language.

by WILKINS, John (1614-1672).

London: : Printed for Nathaniel Rolls, at his auction house, 1695. , 1695
(click for more details about Mathematical Magick or, the Wonders that may be performed by Mechanical Geometry. In two books. Concerning Mechanical Powers. / Motions. Being one of the most easy, pleasant, useful, (and yet most neglected) part of mathematicks. Not before treated of in this language.)
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