Bhattacharjee j k (29 Ergebnisse)

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Hardcover. Zustand: Sehr gut. 1st ed. VIII, 312 S.; Ill. Very good. Shrink wrapped. Sprache: Englisch Gewicht in Gramm: 805.

of the Biosynthesis Pathway of Lysine in Saccharomyces (S. A. Molec. Gen. Genetics 115) 1972. S. 26 - 30. m. Tab. (St.) br. -2) Sonderabdruck.

(S. A. Journal of Microbiol. and Serology Vol. 41, No. 3) 1975. S. 249 - 256. m. zahlr. Abb. (St.) br. -2) Sonderabdruck.

Acid (S. A. J. of General Microbiol. 86) 1975. S. 103 - 110. m. zahlr. Abb. (St.) br. -3) Sonderabdruck.

Mutant (S. A. Journal of the Albert Einstein Med. Center Vol. 15, No. 1) 1967. S. 44 - 49. m. zahlr. Abb. br. -3) Sonderabdruck.

cerevisiae (S. A. Molec. gen. Genet. 139) 1975. S. 303 - 309. m. zahlr. Abb. (St.) br. -2) Sonderabdruck.

Homoaconitic, and Homoisocitric acids in a leaky mutant (S. A. Genetics 67) 1971. S. 365 - 376. m. zahlr. Abb. (St.) br. -2) Sonderabdruck.

Saccharomyces (S. A. Journal of Microbiol. and Serology Vol. 40, No. 2) 1974. S. 221 - 231. m. zahlr. Abb. (St.) br. -3) Sonderabdruck.

in a Yeast Mutant (S. A. The J. of Biolog. Chem. Vol. 242, No. 10) 1967. S. 2542 - 2546. m. zahlr. Abb. geklammert -2/3) Sonderabdruck.

genes of Saccharomyces (S. A. Biochemc. and Biophys. Res. Comm. Vol. 39, No. 6) 1970. S. 1205 - 1210. (St.) geklammert -2) Sonderabdruck.

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Hardback. Zustand: New. 2007 ed. We will be concerned mainly with systems with in?nite degrees of freedom which can however, be described by a few variables. These variables must necessarily be ?elds i. e. functions of space and time. A typical example would be to try to describethe?owofairaroundus. Thevariablesthatwouldbenecessarytodescribe the state of air would certainly be its density, its temperature and its velocity. All these variables (density, temperature and velocity) are, in general, functions of space and time. They are mesoscopic variables. They do not re?ect the variations occurring at the molecular level. To de?ne a density, it should be recalled, we take a small volume (small compared to the total system size, yet large compared to atomic dimensions) and consider the mass of this small volume. The ratio of mass tovolumeremainsconstantforareasonablylargevariationinthesizeofthevolume chosen and de?nes the density of the system. It fails to be a constant if the volume becomessosmallthatitcontainsonlyafewmolecules. Inthatcaseourdescription in terms of a density fails. All the systems that we will talk about can be described in terms of a coarse grained ?eld like the density. Because of the smallness (at the macroscopic level) of the volume used in de?ning density it can be considered a local variable. This is what makes it a ?eld. Similarly we can talk about the local temperature and local velocity. The local velocity is not the velocity of an individual molecule but the velocity associated with a macroscopically small, yet microscopicallylargevolumeofair. …

Hardcover. Zustand: Brand New. 1st edition. 304 pages. 9.25x6.50x0.75 inches. In Stock.

Zustand: Hervorragend. Zustand: Hervorragend | Seiten: 320 | Sprache: Englisch | Produktart: Bücher | We will be concerned mainly with systems with in?nite degrees of freedom which can however, be described by a few variables. These variables must necessarily be ?elds i. e. functions of space and time. A typical example would be to try to describethe?owofairaroundus. Thevariablesthatwouldbenecessarytodescribe the state of air would certainly be its density, its temperature and its velocity. All these variables (density, temperature and velocity) are, in general, functions of space and time. They are mesoscopic variables. They do not re?ect the variations occurring at the molecular level. To de?ne a density, it should be recalled, we take a small volume (small compared to the total system size, yet large compared to atomic dimensions) and consider the mass of this small volume. The ratio of mass tovolumeremainsconstantforareasonablylargevariationinthesizeofthevolume chosen and de?nes the density of the system. It fails to be a constant if the volume becomessosmallthatitcontainsonlyafewmolecules. Inthatcaseourdescription in terms of a density fails. All the systems that we will talk about can be described in terms of a coarse grained ?eld like the density. Because of the smallness (at the macroscopic level) of the volume used in de?ning density it can be considered a local variable. This is what makes it a ?eld. Similarly we can talk about the local temperature and local velocity. The local velocity is not the velocity of an individual molecule but the velocity associated with a macroscopically small, yet microscopicallylargevolumeofair.…

Buch. Zustand: Neu. Druck auf Anfrage Neuware - Printed after ordering - We will be concerned mainly with systems with in nite degrees of freedom which can however, be described by a few variables. These variables must necessarily be elds i. e. functions of space and time. A typical example would be to try to describethe owofairaroundus. Thevariablesthatwouldbenecessarytodescribe the state of air would certainly be its density, its temperature and its velocity. All these variables (density, temperature and velocity) are, in general, functions of space and time. They are mesoscopic variables. They do not re ect the variations occurring at the molecular level. To de ne a density, it should be recalled, we take a small volume (small compared to the total system size, yet large compared to atomic dimensions) and consider the mass of this small volume. The ratio of mass tovolumeremainsconstantforareasonablylargevariationinthesizeofthevolume chosen and de nes the density of the system. It fails to be a constant if the volume becomessosmallthatitcontainsonlyafewmolecules. Inthatcaseourdescription in terms of a density fails. All the systems that we will talk about can be described in terms of a coarse grained eld like the density. Because of the smallness (at the macroscopic level) of the volume used in de ning density it can be considered a local variable. This is what makes it a eld. Similarly we can talk about the local temperature and local velocity. The local velocity is not the velocity of an individual molecule but the velocity associated with a macroscopically small, yet microscopicallylargevolumeofair.…

Hardback. Zustand: New. 2007 ed. We will be concerned mainly with systems with in?nite degrees of freedom which can however, be described by a few variables. These variables must necessarily be ?elds i. e. functions of space and time. A typical example would be to try to describethe?owofairaroundus. Thevariablesthatwouldbenecessarytodescribe the state of air would certainly be its density, its temperature and its velocity. All these variables (density, temperature and velocity) are, in general, functions of space and time. They are mesoscopic variables. They do not re?ect the variations occurring at the molecular level. To de?ne a density, it should be recalled, we take a small volume (small compared to the total system size, yet large compared to atomic dimensions) and consider the mass of this small volume. The ratio of mass tovolumeremainsconstantforareasonablylargevariationinthesizeofthevolume chosen and de?nes the density of the system. It fails to be a constant if the volume becomessosmallthatitcontainsonlyafewmolecules. Inthatcaseourdescription in terms of a density fails. All the systems that we will talk about can be described in terms of a coarse grained ?eld like the density. Because of the smallness (at the macroscopic level) of the volume used in de?ning density it can be considered a local variable. This is what makes it a ?eld. Similarly we can talk about the local temperature and local velocity. The local velocity is not the velocity of an individual molecule but the velocity associated with a macroscopically small, yet microscopicallylargevolumeofair. …

Zustand: Good. 256 pp., hardcover, ex library else text clean and binding tight. - If you are reading this, this item is actually (physically) in our stock and ready for shipment once ordered. We are not bookjackers. Buyer is responsible for any additional duties, taxes, or fees required by recipient's country. Photos available upon request.…

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orig.boards Origi.cloth-backed boards,corner bump,slight soil,Good + 1 map, 5pp photos 28x22cm, ix, 503 pp, Census of India - 1981. Part X.B; Series 3. Includes textual graphs + numerous tables + 5pp photos + a map. Printer's colophon published on rear cover reads: "PRG -- 8.81 - (Assam) - 300 - 1989 (DSK II)" [ie:published in an edition of 300 copies] An in- depth socio-economic study of Barpeta town,located at the northwestern part of Kamrup district in Assam state (140 km from Guwahati), home of the Barpeta Satra, the monastery founded by the Vishnavite reformer Madhab Dev;a primary Hindu religious institution of northeast India. Details history & growth of the town.Amenities & Services ;Economic life,Social & Cultural life ;Migration & Settlement; Neighbourhood pattern ;Family life; Housing & material culture,Organization of Power & Prestige,Leisure & recreation, etc. Origi.cloth-backed boards,corner bump,slight soil,Good +. …

orig.wrappers rear cover corner chip,some rubbing & minor cover stains,Good map,8pp photos,5pp graphs 28x22cm, xi, 351,(14)pp, Includes 1pp map, 5pp graphs + 8pp photoplates.Census of India-1971.Part VI-C,Series 3-Assam.Survey Rep Printer's colophon published on rear cover reads: "PRG 3.81 (Assam) - 300 -1988 (DSKII)" [ie: published in an edition of 300 copies]. An in-depth socio-economic study of a small-sized village 3 km from Barepta town ( headquarters of the Barepta subdivision of Kamrup district of Assam) inhabited mainly by Namasudras (Scheduled Caste; fishermen), detailing: The Village (location,occurence of flood,climate,flora & fauna.);The People (Social,demographic & Vital Statistics.); Economy; Social & Cultural Life, etc.Pages 28-29 bound in upside- down rear cover corner chip,some rubbing & minor cover stains,Good. …

orig.boards Orig.cloth-backed boards,binding bumped,rubbed,soiled,Good 13pp photoplates,4 maps 29x21cm, ix,1091,(13)pp, Rear cover corner heavily bumped,small tear to front exterior hinge & tears to rear interior hinge Census of India 1981, Series 25 - Arunachal Pradesh, part X - 3. Study of Tezu town, an administrative town bounded by Lohit & Tezu-Khola rivers, 310km from Guahati (Assam); the district headquarters of Lohit district ( Arunachal Pradesh state).The only town located in the extreme northeast of Northeastern India at the China & Burma borders. Pages 174 - 1085 consist entirely of tables. Publisher's colophon on rear cover reads: "PRG 13.81 ( Arunachal Pradesh) - 300 - 1989 (DSK II)" [ie: published in an edition of 300 copies] Orig.cloth-backed boards,binding bumped,rubbed,soiled,Good.…

orig.wrappers. Zustand: bumped, some rubbing, Good. 30x21cm, vi,42,(18)pp, Census of India-1981.Part X-D,Series 3. Includes a single-side map, 13pp single-side photoplates + 3pp single-side drawings. Printer's colophon published at bottom of rear cover reads: " MGIP (Pub. Unit),Sant. -SI - I - Census/90 - 14-12-90 - 300 Bks" [ie: published in an edition of 300 copies]. An in-depth study of the brass metal handicraft industry of Niz-Hajo town, a Hindu,Buddhist & Muslim religious shrine about 31 km from Guwahati (Assam state), detailing history of origin & development of the craft,craftsmen in their setting, process of learning; manufacturing process, marketing, craft & employment. 13pp photos, 3pp drawings (illustrator). …

Zustand: New. Dieser Artikel ist ein Print on Demand Artikel und wird nach Ihrer Bestellung fuer Sie gedruckt. A detailed description of perturbation theory for nonlinear continuous systemsFocus on techniques which can be applied to problems ranging from near equilibrium dynamics to fully developed turbulenceProvides a discussion of physical propert.…