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THE NAN YE LI SANMENIAN FOSSILIFEROUS DEPOSIT

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地质学报 1930年第2期 102-105页

作者： F. E. LICENT musee hoangho paiho

Nan Ye Li is a little village, lying about 80 kilometers West from Cheng Ting Fu, along the mountains, at some 370 meters above the level of the great Hopei plain.

关键词： THE NAN YE LI SANMENIAN FOSSILIFEROUS DEPOSIT Li

THE PLIOCENE LACUSTRINE SERIES IN CENTRAL SHANSI

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地质学报 1935年第2期 211-219页

作者： E.LICENT M.TRASSAERT Musée hoangho paiho Tientsin Musée hoangho paiho Tientsin

Ⅰ.HISTORICAL CONSPECTUS For years,the Pliocene deposits of North China,have been chieflyknown by the "slopes-facies" of their lowest horizons (Hipparion richtho-feni Pontian red clays,see:Andersson 1923).Gradually ho... 详细信息

关键词： THE PLIOCENE LACUSTRINE SERIES IN CENTRAL SHANSI

ON THE BASAL BEDS OF THE SEDIMENTARY SERIES IN SOUTHWESTERN SHANSI

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地质学报 1927年第1期 61-64页

作者： E.LICENT P.TEILHARD DE CHARDIN The hoangho-paiho Museum Tientsin The hoangho-paiho Museum Tientsin

During the summer of 1926, when visiting some of the mountain rang-es of the Southwestern Shansi, we noticed, in two localities, some interestingfacts concerning the basal beds of the Sinian or the Cambrian, and their... 详细信息

关键词： ON THE BASAL BEDS OF THE SEDIMENTARY SERIES IN SOUTHWESTERN SHANSI

ON THE RECENT MARINE BEDS,AND THE UNDERLYING FRESHWATER DEPOSITS,IN TIENTSIN By *** AND *** DE CHARDIN

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地质学报 1927年第2期 131-132页

作者： E.LICENT P.TEILHAND DE CHAREIN hoangho-paiho Museum Tientsin hoangho-paiho Museum Tientsin

Marine beds, containing numerous well preserved shells, are actuallyexposed in a broad pit recently open, one mile south from the hoangho-paihoMuseum (Race Course Road, Tientsin), in order to get the earth required fo... 详细信息

关键词： Pit ON THE RECENT MARINE BEDS,AND THE UNDERLYING FRESHWATER DEPOSITS,IN TIENTSIN By E.LICENT AND P.TEILHARD DE CHARDIN

HOW AND WHERE TO SEARCH THE OLDEST MAN IN CHINA.

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地质学报 1926年第Z1期 201-206页

作者： P.TEILHARD DE CHARDIN Museum of hoangho-paiho Tientsin

During the summer of 1923, we were so lucky F. Licent and myself as to get, in three different places, the first records of the palaeolithic Man in China.

关键词： HOW AND WHERE TO SEARCH THE OLDEST MAN IN CHINA Man very

NEW REMAINS OF POSTSCHIZOTHERIUM FROM ***

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地质学报 1936年第3期 421-427页

作者： BY P.TEILHARD DE CHARDIN E.LICENT Musée hoangho-paiho Tientsin Musée hoangho-paiho Tientsin

Postschizotherium chardini ***.,***.,is the name createdin 1932 by *** Koenigswald1for the curious animal described in 1930by Teilhard and Piveteau2as Chalicotherid *** two isolatedteeth （upper molar and premolar） c... 详细信息

关键词： line NEW REMAINS OF POSTSCHIZOTHERIUM FROM S.E.SHANSI

LES ROCHES ERUPTIVES POST-PALEOZOIQUES DU NORD DE LA CHINE

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地质学报 1928年第1期 1-11页

作者： Par Teilhard de Chardin Musée Hoangno paiho Tientsin

Les Ioches dont l’etude petrograpmque par M. Lacroix fait l’objet principal de la communication suivante, ont ete recueillies, soit par M. Lacroix lui-meme, soit par M. G. B. Barbour, soit surtout par nous-memes. (P... 详细信息

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PALAEONTOLOGICAL NOTES

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地质学报 1926年第1期 57-59页

作者： P.TEILHARD DE CHARDIN Museum of hoangho-Peiho Tientsin

During the winter of 1925, E. Licent and G. Barbour collected, along the Sangkan. ho, in the Qnadrula beds of the Sanmen series, a number

关键词： PALAEONTOLOGICAL NOTES

Fractional Sobolev-Poincar Inequalities in Irregular Domains

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Chinese Annals of Mathematics,Series B 2017年第3期38卷 839-856页

作者： Chang-Yu GUO Department of Mathematics and Statistics University of Jyvaskyla P.O. Box 35 FI-40014 JyvaskylaFinland Department of Mathematics University of Fribourg Chemin du Musee 23 CH-1700 FribourgSwitzerland.

This paper is devoted to the study of fractional(q, p)-Sobolev-Poincar′e inequalities in irregular domains. In particular, the author establishes(essentially) sharp fractional(q, p)-Sobolev-Poincar′e inequalities in s-John domains and in domains satisfying the quasihyperbolic boundary conditions. When the order of the fractional derivative tends to 1, our results tend to the results for the usual derivatives. Furthermore, the author verifies that those domains which support the fractional(q, p)-Sobolev-Poincar′e inequalities together with a separation property are s-diam John domains for certain s, depending only on the associated data. An inaccurate statement in [Buckley, S. and Koskela, P.,Sobolev-Poincar′e implies John, Math. Res. Lett., 2(5), 1995, 577–593] is also pointed out.

关键词： Fractional Sobolev-Poincar inequality s-John domain Quasihyperbolic boundary condition

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