Shevile de-Reki'a, R. Elijah Hocheimer, Prague 1784 (48834)

שבילי דרקיע - First Edition - Signed Copy

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Listing Details

Lot Number: 48834
Title (English): Shevile de-Reki'a
Title (Hebrew): שבילי דרקיע
Note: First Edition - Signed Copy
Author: R. Elijah Hocheimer
City: Prague
Publisher: Jos. Emmanuel Diesbach
Publication Date: 1784
Estimated Price: $500.00 USD - $1,000.00 USD
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Description

Physical Description:

First edition. [3], 20, 19-25; 32, [1] ff., [3] foldout charts, 215:158 mm., wide margins, crisp sheets, old hand on title. A very good copy bound in contemporary boards, rubbed recent spine.

Signed by Author on title, work includes approbation of R. Ezekiel Landau of Prague.

 

Detailed Description:   

Detailed work on astronomy and trigonometry supported by diagrams, charts and calculation tables by R. Elijah b. Hayyim ha-Kohen Hechim (Höchheimer, c.1740-c.1800) rabbi and astronomer of the eighteenth century. He was born in Hochheim died in Amsterdam, whither he had moved after living a long time in Hildburghausen. He also wrote Sefer Yalde ha-Zeman, a commentary on R. Jedaiah Bedersi's "Behinat ha-'Olam"; and two German text-books on arithmetic.

The present Jewish calendar is lunisolar, the months being reckoned according to the moon and the years according to the sun. A month is the period of time between one conjunction of the moon with the sun and the next. The conjunction of the moon with the sun is the point in time at which the moon is directly between the earth and the sun (but not on the same plane) and is thus invisible. This is known as the מוֹלָד, molad ("birth," from the root ילד). The mean synodic month (or lunation) is 29 days, 12 hours, 44 minutes, and 3⅓ seconds (793 parts (ḥalakim); in the Jewish system the hour is divided into 1,080 parts each of which is 3⅓ seconds). The solar year is 365 days, 48 minutes, and 46 seconds, which means that a solar year exceeds a lunar one (12 months) by about 11 days. The cycles of 12 lunar months must therefore be adjusted to the solar year, because although the Jewish festivals are fixed according to dates in months, they must also be in specific (agricultural) seasons of the year which depend on the tropical solar year. Without any adjustment the festivals would "wander" through the seasons and the "spring" festival (Passover), for example, would be celebrated eventually in winter, and later in summer. The required adjustment is realized by the addition of an extra month (Adar II) in each of seven out of the 19 years that constitute the small (or lunar) cycle of the moon (maḥazor katan or maḥazor ha-levanah). In 19 years the solar cycle exceeds the lunar by about 209 days, which are approximately 7 months. In Temple times this intercalation was decided upon in the individual years according to agricultural conditions (Tosef., Sanh. 2:2; Sanh. 11b); later, however, it was fixed to be in the years 3, 6, 8, 11, 14, 17, and 19 of the cycle. In the calendar month only complete days are reckoned, the full (מָלֵא, male) months containing 30, and the defective (חָסֵר, ḥaser) months 29 days. The months Nisan, Sivan, Av, Tishri, Shevat and (in a leap year) Adar I are always male; Iyyar, Tammuz, Elul, Tevet, and Adar (Adar II in a leap year) always ḥaser, while Ḥeshvan and Kislev vary. Hence, the common year contains 353, 354, or 355 days and the leap year 383, 384, or 385 days. For ritual purposes, e.g., in reckoning the times fixed for prayers or the commencement and termination of the Sabbath, the day is deemed to begin at sunset or at the end of twilight, and its 24 hours (12 in the day and 12 in the night) are "temporary" hours varying in length with the respective length of the periods of light and darkness. But in the reckonings of the molad the day is the equatorial day of 24 hours of unvarying length and is deemed to commence at 6 P.M., probably in terms of local Jerusalem time.

 

Hebrew Description:

על הלכות קידוש החודש, שחברתי ... אלי' ב"ה חיים הכהן מהעכים. והוא כולל קצת מחכמת החשבון, אשר קראתי בשם ביאור שרשים וערכים. ושרשי חכמת המדידה, שקורין בלשונם געאמעטריא. וחכמת משולשים שקורין טריגאנאמעטריא. וחכמת משולשים כדוריים שקורין ספעריטי טריגאנאמעטריא. וחכמת ידיעת מהלכי גלגלים וצבאיהם שקורין אסטראנאמיא. ואני קראתי אותה ... חכמת התכונה. ונכלל בתוכה הרבה שרשים מחכמת המחזה שקורין אופטיק. וכולם בנויים על מופתים חותכים ... בספרי חז"ל ... בספרי חכמי א"ה [אומות העולם], ישינים וגם חדשים ... ובררתי האוכל מתוך הפסולת ... לסדר ספרי ... בלישנא קלילא ... אחר הדפוס נתתי כל דף ודף לאיזה תלמידים מתלמידי בחכמות אלו ... ללמוד ולהגיה ... בשנת נ'ת'י'ב'י' ח'כ'מ'ה'

הספירה הראשונה: שבילי דרקיע. הספירה השנייה: חכמת התכונה. ההוצאה הבאה (ווארשא תרכ"ג) הופיע בשם: שבילי הרקיע. הסכמה: ר' יחזקאל סג"ל לנדא, פראג, ד תשרי תקמ"ה.

 

References:

Bibliography of the Hebrew Book 1470-1960 #000127128; JE; EJ