中国帕米尔高原种子植物名录

中国帕米尔高原种子植物名录 Ξ 中国帕米尔高原种子植物名录 李学禹马淼阎平 () 生物工程部 提要 根据多年数次调查与植物标本采集和鉴定, 并参阅各标本室蜡叶标本, 将帕米尔高原种子植物进行初步整理, 总计 48 科 204 属 531 种。由于交通不便, 野外考察设施很不完 备, 还有很多未能进入的高原地, 考察与野外标本采集很不系统, 名录不全面, 为进一步系 统深入的调查研究提供初步的研究名录以供参考。 关键词 帕米尔高原 植物 名录 中国 中图分类号209949Q 根据多年数次调查与植物标本采集和鉴定, 并参阅各标本室蜡叶标本, 将帕米尔高 原种子植物进行初步整理, 总计 48 科 204 属 531 种, 其名录如下。P icea sch en k ia n a F isch 1e t M ey1 J u n ip e ru cen t ra s ia t ica Kom 1 J 1j a rk en d en s is Kom 1 () E p h ed ra p rz ew a lsk i i v a r1k a sch g a r ica B 1F ed t sch 1e t Bo b r1C 1Y 1C h eng E 1g la u sca R ege l ()E 1t ibe t ica S ta p f 1V N it1 E 1in te rm ed ia Sch ren k ex M ey1 E 1reg e l ia n a F lo r in E 1f ed tsch en k oa e P au ls1 () P op u lu s a f g h a n ica A itch 1e t H em sl1Sa rg1 () P 1a f 1v a r1ta d ish is ta n ica Kom 1Z1W ang e t C 1Y 1Y an g P 1a f 1v a r1cu n ea ta Z1W ang e t C 1Y 1Y an g P 1p am i r ica Kom 1 P 1p a 1v a r1a k q ien s is C 1Y 1Y ang S a l ix f ed tch en k o l Go e rz S 1p y c ros ta ch y a A n de r ss S 1ca p u s i i F ran ch 1 S 1rosm e r in if o l ia L 1 B e tu la m ic rop h y l la B ge1 Ξ 新疆维吾尔自治区科委重要科研项目 收稿日期: 1998210207 () O x y r id d ig y n a L H ill1 R h eum w i t t rock i i L und st r R 1re t icu la tum A 1L o s1 R um ex p am i r icu s R ech 1f1 A t ra p h a x is p y r if o l ia B ge1 C a l l ig on um robo rov sk i i A 1L o s1 P o ly g on um cog n a tum M e issn 1 P 1p a tu lum M 1B 1 )(P 1n i ten s F isch 1e t M ey1V 1P e t r1ex Kom 1 P 1son g o r icum Sch renk P 1s ibi r icum v a r1th om son i i M e issn ex S tew 1 P 1v iv ip a rum L 1 P 1p am i r icum Ko r sh 1 ) (K a l id ium cu sp id a tum U ng 12Se rn b 1G rub 1 ) (C e ra to id es la ten s J 1F 1Gm e l1R evea l e t H o lm g ren () C 1com p a c ta L o sin sk 1T sien e t C 1G 1M a1 A t r ip lex s ib i r ica L 1 A 1d im o rp h os teg ia K a r1e t K ir1v a r1sa g i t t if o rm is A e llen )(B a ss ia d a sy p h y l la F isch 1e t M ey1O 1K u n tze )(B 1h y ssop if op ia P a ll1O 1K un tze ()S u a ed a a rcu a ta P a ll1O 1K un tze S 1c ra ss if o l ia P a ll1 S 1s te l la t if o l ia G1L 1C h u A n a ba s is a p h y l la L 1 A 1p e l l io t i i D angu y S ym p egm a reg e l i i B ge1 () H a log e ton g lom e ra tu s B ieb 1C 1A 1M ey1 () I l j in ia reg e l i i B ge1Ko ro v1 S a lso la j u n a tov i i Bo t sch 1 S 1m ic ra n th e ra Bo t sch 1 S 1f e rg a n ica D ro b 1 S 1co l l in a P a ll1 S 1ru th en ica Iljin 1 S te l la r ia c ra ss if o l ia E h rh 1 S 1u d a F 1N 1W illam s1 S 1u l ig in osa M u r r1 S 1soon g o r ica R o sh ev1 ()C e ra s t ium ce ra s to id es L 1B r it t1 C 1bu n g ea n um V ved1 C 1l i th osp e rm if o l ium F isch 1 C 1d a v u r icum F isch 1ex Sp reng1 C 1a rv en se L 1 H o los teum um be l la tum L 1 () L ep y rod ic l is h o los teo id es C 1A 1M 1F isch 1e t M ey1 () T h y la cosp e rm um ca esp i tosum C am b 1Sch isch k 1 () M in u a r t ia v e rn a L 1H ie rn 1 M 1sch isch k in i i A dy l1 A ren a r ia s t ra ch ey i E dgew 1ex H oo k 1f1 S i len e g ram in if o l ia O t th 1 S 1k a ra cz u k u r i B 1F ed t sch 1 () M e la n d r ium a p r icum T u rcz1ex F isch 1e t M ey1R o h rb 1 ) (M 1so rd id um K a r1e t K ir1R o h rb 1 ) (M 1a p e ta lum L 1F enzl1 () M 1b ra ch y p e ta lum H o rn 1F en zl1 ()G y p sop h i la cep h a lo tes Sch renk 1W ill1 G 1ca p i tu l if lo ra R up r1 ) (V a cca r ia h isp a n ica M ill1R au sch e r t1 D ia n th u s soon g o r icu s Sch isch k 1 G ym n oca rp os p rz ew a lsk i i M ax im 1 T ro l l iu s d sch u n g a r icu s R ege l D e lp h in ium k a sch g a r icum C 1Y 1Y ang e t B 1W ang D 1k u n lu n sh a n icum C 1Y 1Y ang e t B 1W ang D 1te t ra g y n um W 1T 1W an g D 1y ech en g en se C 1Y 1Y ang e t B 1W an g D 1la cos te i D angu y I sop y rum a n em on o id es K a r1e t K ir1 )(P a ra qu i leg ia a n em on o id es W illd 1U lb r )(P 1m ic rop h y l la R o y le1D rumm 1e t H u tch 1 ()P 1ca esp i tosa Bo iss1e t H o h en 1D rumm 1e t H u tch 1 T h a l ic t rum f oe t id um L 1 T 1a lp in um L 1 A n em on e g o r tsch a k ov i i K a r1e t K ir1 ) (P u lsa t i l la k os ty cz ew i i Ko r sh 1J uz1 P 1cam p a n u l la F isch 1ex R g l1e t T illing () C lem a t is ta n g u t ica M ax im 1Ko r sh 1 C a l l ia n th em um a la ta v icum F reyn 1 R a n u n cu lu s n a ta n s C 1A 1M ey1 ()R 1n ep h e log en es v a r1lon g ica u l is T au tv1W 1T 1W ang ) (R 1n e1v a r1p seu d oh i rcu lu s T uau tv1J 1G 1L iu R 1t ra u tv e t te r ia n u s R ege l1ex O vcz1 R 1ru f osep a lu s F ranch 1 () H a le rp es tes t r icu sp is M ax im 1H and12M azz B e rbe r is k a sch g a r ica R up r1 B 1h e te rop oda Sch renk B 1n um m u la r ia B ge1 G la u c ium squ am ig e rum K a r1e t K ir1 P a p a v e r c roceum L db 1 P 1t ia n sch a n icum M 1Pop 1 F um a r ia sch le ich e r i So y12W ill1 C o ry d a l is h en d e rson i i H em sl1 C 1a d ia n t if o l ia H oo k 1f1e t T hom s1 C 1s t r ic ta S tep h 1 C 1g o r tsch a k ov i i Sch renk C 1k a sch g a r ica R up r1 C 1m i ra () B a ta lin Y 1W u e t H 1C h uang C 1f ed tsch en k oa n a R g l1 L ep id ium ru d e ra le L 1 () C a rd a r ia ch a lep en s is L 1H and 12M azz1 ()H ed in ia t ibe t ica T hom s1O stenf1 H 1ta x k o rg a n ica G1L 1Zho u e t1Z1X 1A n D i lop h ia sa lsa T hom s1 D 1ebra c tea ta M ax im 1 P t i lo t r icum w a g e r i J af r i D ra ba a lp in a L 1 D 1se tosa R o y le D 1o rea d es Sch renk D 1rock i i O 1E 1Sch u lz D 1tu rcz a n in ov i i P ah lec e t N 1B u sch D 1bo rea l is D C 1 A ra b is p am i r ica Y 1C 1L an e t Z1X 1A n )(C h r is to lea f la be l la ta R g l1N 1B u sch 1 C 1c ra ss if o l ia C am b 1 () C 1k a sch g a r ica Bo t sch 1X 1Z1A n ()R o r ip p a is la n d ica O ed 1Bo rb 1 S o lm s2L a u ba ch is p am i r ica Z1X 1A n S 1ca rn os if o l ia Z1X 1A n T e t ra cm e con to r ta Bo iss1 )(C h o r isp o ra s ib i r ica L 1D C 1 C 1m a c rop oda T rau tv1 P a r ry a ex sca p a C 1A 1M ey1 P 1e r ioca ly x R g l1e t Schm lh 1 P 1p in n a t if id a K a r1e t K ir1 M a lco lm ia h um i l is Z1X 1A n C ry p tosp o ra f a lca ta K a r1e t K ir1 ()G o ld ba ch ia la ev ig a ta M 1B 1D C 1 ()E ry s im um f la v um Geo rg iBo b ro v M ic ros isym b r ium y ech en g icum Z1X 1A n 1 M 1ta x k o rg a n icum Z1X 1A n A p h ra gm u s t ibe t icu s O 1E 1Sch u lz () N eo to ru la r ia to ru losa D e sf1H edge e t J 1L eo na rd () N 1h um i l is C 1A 1M ey1H edge e t J 1L eo na rd () N 1h u 1f 1h y g rop h y la Fo u rn 1Z1X 1A n ) (N 1m o l l ip i la M ax im 1Z1X 1A n N 1p am i r ica Z1X 1A n B ra y a t ibe t ica H oo k 1f1e t T hom s1 ()B 1rosea v a r1a en ea B ge1M a ly sch 1 () S m e low sk ia ca ly c in a S tep h 1C 1A 1M ey1 ) (S 1a lba P a ll1R g l1 O ros ta ch y s th y rs if lo ru s F isch 1 () H y lo te lep h ium ew e rs i i L db 1H 1O h ba 1 ()R h od io la sem en ov i i R g l1e t H a rd 1A 1Bo r1 ()R 1cocc in ea R o y le1A 1Bo r1 R 1k a sch g a r ica A 1Bo r1 R 1pm i ro2a la ica A 1Bo r1 R 1l i tw in ow i i A 1Bo r1 R 1rec t ica u l is A 1Bo r1 ()R 1h e te rod on ta H oo k 1f1e t T hom s1A 1Bo r1 )(R 1k i r i low i i R 1M ax im 1 )(R osu la r ia a lp es t r is K ir1e t K ir1A 1Bo r1 S a x if ra g a s ibi r ica L 1 S 1ce rn u a L 1 S 1m on ta n a H 1Sm ith S 1h i rcu lu s L 1 S 1op p os i t if o l ia L 1 S 1p u lv in a r ia H 1Sm ith S 1p u n c ta ta L 1 P a rn a ss ia o reop h y l la H an ce P 1la xm a n n i P a ll1ex R o em 1 R ibes n ig rum L 1 R 1m ey e r i M ax im 1 ) (G rossu la r ia a c icu la r is Sm ith 1Sp ach ) (P en ta p h y l lo id es d ry a d a n th o id es J u z1So jak P o ten t i l la b if u rca L 1 P 1b i1v a r1h um i l io r R up r1e t O sten 2Sack en P 1a n se r in a L 1 P 1m u l t if id a L 1 P 1p am i roa la ica J uz1 P 1h o lo leu ca Bo iss1 P 1n e rv osa J uz1 P 1g e l id a C 1A 1M ey1 P 1v i rg a ta L ehm 1 S ibba ld ia te t ra n d ra B ge1 ()C om a rum sa lesov ia n um S tep h 1A sch 1e t G r1 ()H u l th em ia be rbe r if o l ia P a ll1D um o r t1 () R osa la x a v a r1k a sch g a r tca R up r1H an 1 R 1w ebb ia n a W ll1ex R o y le R 1f ed tsch en k oa n a R g l1 R 1n a n o th am n u s Bo u len g A s t ra g a lu s a k su en s is B ge1 A 1a la ta v icu s K a r1e t K ir1 )(A 1bek e tov i i K ra ssn 1B 1F ed t sch 1 A 1ch om u tov i i B 1F ed t sch 1 A 1am m od tes P a ll1 A 1bu ch to rm en s is P a ll1 A 1h e teu od on tu s Bo r iss1 A 1k u sch ev i tsch i i B 1F ed t sch 1 A 1la sp u ren s is A li1 A 1la s iosem iu s Bo iss1 A 1lep sen s is B ge1 A 1l i th op i lu s K a r1e t K ir1 A 1m a c rp te ru s D C 1 A 1n en d x T reyn A 1n iv a l is K a r e t K ir1 A 1op l i tes B en th 1ex B a rk 1 A 1n ob i l is v a r1obtu s if o l io lu s S1B 1H o A 1p la ty p h y l lu s K a r1e t K ir1 A 1p o ly c la d u s B u r1 A 1p seu d ob ra ch y t rop is Go n t sch A 1sa ra ta g iu s v a r1m in u t if lo ru s S1B 1H o A 1sa ccoca ly r Sch renk ex F isch e t M ey1 A 1sk o rn ia k ov i i v a r1w a q ia en s is S1B 1H o A 1t ibe ta n u s v a r1p a ten t ip i lu s K 1T 1F u A 1d sch a n g a r ten s is Sum n 1v a r1m u l t if lo ru s S1B 1H o 1 C a ra g a n a d a sy p h y l la Po ja rk 1 ) (C 1j u ba ta P a ll1Po ir1 () C 1tu rf a n en s is K iss1Kom 1 () C 1p le iop h y l la R ge1Po ja rk 1 C 1p o lou ren s is F ranch 1 C 1p ru in osa Kom 1 )(C 1sp in osa L 1D C 1 C ice r m ic rop h y l lum B en th 1 C 1j a cqu em on t i i J aub 1e t Sp ach 1 () A m m op ip la n th u s n a n u s M 1Pop 1C h en g f1 H ed y sa rum m u l t i j u g um M ax im 1 H 1cep h a lo tes F ran ch 1 H 1p on c in s i i F ranch 1 H 1m in j a n en se R ech 1f1 H 1k ra ssn ov i i F ed t sch 1 H 1f e rg a n en se Ko r sh 1 T r ig on e l la ru th en ica L 1 T 1C ca ch em i ra n a C am b 1 ()M ed ica g o v a r ia f 1r iv u la r is V a ss1D 1F 1C u i M 1sa t iv a 1L 1 M 1r iv u la r is V a ss1 )(M 1v a r ia f 1a g rop y re to rum V a ss1D 1F 1C u i () M e l iss i tu s p am i r icu s Bo r iss1Go lo sk 1 O x y t rop is be l la B 1F ed sch O 1ch i l iop h y l la R o y le1 O 1h i rsu tu scu la F reyn 1 O 1m e la n o t r ich a B ge1 O 1p on c in s i i F ranch 1 O 1p a g obia B ge1 O 1p la ton y ch ia B ge1 O 1im b r ica ta Kom 1 ()O 1im m e rsa B ak e rB ge1e t B 1F ed t sch 1 O 1t ia n sch a 2n ica B ge1 O 1m e rk en s i B ge1 )(O 1g la bra L am 1D C 1 O 1g la reosa V a ss1 O 1a v is Sopo sh n 1 ()T h e rm op s is a p in a P a ll1L db 1 T 1a lp es t r is C zef r1 T 1k a x g a r ica C h 1Y 1Y an g1 G e ra n ium h im a la y en s K lo tzsch G 1sa x a t i le K a r1e t K ir1 B iebe rs te in ia m u l t if id a D C 1 Z y g op h y l lum ob l iqu um M 1Pop 1 )(Z 1f e rg a n em se D io b 1Bo r iss1 Z 1m a c rop od um P eganum E u p h o rb ia m on ocy a th ium P ro k h 1 E 1t ibe t ica Bo iss1 N i t ra ia ta n g u to rum Bo b r1 R h am n u s m in u ta G rub 1 L a v a te ra ca sh em i r ia n a C am b e ss1 M y r ica r ia e leg a n s R o y le1 V io la t ia n sch a n ica M ax im 1 S te l le rop s is t ia n sch a n ica Po bed1 H ip p op h a e rh em m o id es L 1 E p i lobium th e rm op h i lum P au ls1 () A rch a n g e l ica b rev ica u l is R up r1R ch b 1 A n g e l ica te rn a te R g l1e t Schm a lh , C a rum 1 ca rv i L ) (T a la ss ia t ra n s i l ien s is H e rd1Ko ro v1 )(E r iocy c la P e l io t i i Bo iss1W o lff () S em en ov ia p im p in e l lo id es N ev sk iK an den 1 F e ru la con coa u la Ko ro v1 P leu rosp e rm um s im p lex B en th e t H oo k 1f1 A n d rosa ce ta p e te M ax im 1 A 1p am i r ica D en g1 A 1squ a r rosu la M ax im 1 P r im u la n iv a l is P a ll1 A ca n th o l im on a la ta v icum v a r1la ev ig a tum P eng1 A 1t ia n sch a n icum C ze rn iak 1 A 1h ed in i i O stenf1 A 1k ok a n d en se B u nge1 A 1p op v i i C ze rn iak A 1d ia p en s io id es Bo iss1 ()L im on ium k a sch g a r icum R up r1L 1k 1Ga l L 1robo row sk i i Ik 12Ga l1 () G en t ia n a p am i r ica G ro ssh 1H o lub 1 ) (G en t ia n e l la p y gm a ea R g l1e t Schm a lh 1H 1Sm ith 1 S w e r t ia g ra c i l if lo ra Go n t sch 1 E r i t r ich ium p seu d o la t if o l ium M 1Pop 1 E 1a k toen se L ia n e t J 1Q 1W ang E 1p am i r icum F ed t sch 1 E 1su b2j a cqu em on t i i M 1Pop 1 ) (E 1ca n um B en th 1K itam u ra1 E 1p seu d o la t if o l ium M 1Pop 1 L a p p u la ta d sh ik a um M 1Pop 1 L 1p ra ten s is C 1J 1W an g L 1p la ty p te ra C 1J 1W ang1 ) (L 1s t r ic ta L edeb 1Gu rk e N ep e ta lon g ibra c tea ta B en th 1 S cu te l la r ia p ros t ra ta J acq1 S 1p am i r ica J uz1 T h ym u s p am i ro S tach y s D a cocep h a lum p a u lsen i i B r iq1 D 1h e te rop h y l lum 1B en th 1 P e rov sk ia p am i r ica C 1Y 1Y ang e t B 1W ang Z iz ip h o ra p am i roa la ica J u z1 E rem os ta ch y s sp ec iosa R up r1 E u p h ra s ia sch u g n a ia ca J u z1 L in a r ia k u la ben s is B 1F ed t sch 1 V e ron ica a rg u te2se r ra ta R g l1e t Schm a lh 1 P ed icu la r is t ibe t ica F ran ch 1 P 1ch e i la n th if o l ia Sch rnek P la n ta g o h im a la ica P ilge r1 P 1d ep ressa W illd1 P 1m in u ta P a ll1 P 1g en t ia n o id es S ib tn 1e t Sm ith A d en op h o ra h im a la y a n a F ee r1 ()A s te r a lp in u s v a r1se rp en t im on ta n u s T am am sch 1L ing 1 ()A s te ro th am n u s f ru t icosu s W ink l1N o vopo k r1 ) (S ch isch k in ia l im on o i if o la L e ss1Sch isch k 1 I n u la rh iz ocep h a la Sch renk 1 L eon top od ium n a n um H and 12M azz1 L 1och ro leu cum B eauv1 () H ry lov ia l im on i if o l ia L e ss1Sch isch k 1 L ig u la r is a lp ig en a Po ja rk 1 ) (L 1th om son i i C la rk 1Po ja rk 1 A lf red ia a ca n th o lep is K a r1e t K ir1 () C i rs ium escu len tum S iev1C 1A 1M ey1 E ch in op s h um i l is M 1B ieb 1 ) (S chm a lh a u sen ia n id u la n s R g l1P e t rak 1 ) (J u r in ea la n ip es R up r1ex O sten 1Sack en 1e t R up r1 J 1a lg id e Iljin 1 J 1p am i r ica Iljin 1 J 1k a sch g a r ica Iljin 1 S e r ra tu la ly ra t if o l ia Sch renk 1 S 1a la ta v ica C 1A 1M ey1 S 1p rocum ben s R g l1 P la g ioba s is cen ta eu ro id es Sch ren k C ou s in ia ca esp i toca C 1W ink l1Sch renk C 1sc le ro lep is Sch ih 1 )(S a u ssu rea s im p son ia n a F ie ld1e t Ga rdn 1L ip sech 1 S 1e leg a n s L db 1 S 1g la c ia l is H e rd1 S 1k u sch a k ew icz i i W ink l1 S 1ch on d r i l lo id es W ink l1 S 1p u lv in if o rm is W ink l1 S 1f am in tz in ia n a K ra ssn 1 S 1la cos te i D an guy1 S 1k a sch g a r ica R up r1 S 1ov a ta B en th 1 S 1s to l icz a e C la rk e1 S 1c in e rea F ranch 1 O lg a ca p ec t in a ta Iljin O 1robo row sk y Iljin A r tem is ia a u s t r ia ca J acp 1 A 1d ra cu n cu lu s L 1 A 1d ra cu n cu lu s v a r1tu rk es ta n ica K ra sch 1 A 1a n n u a L 1 A 1d ra 1v a r n a i r ica Y 1R 1L ing1 A 1m a c rocep h a la J acq1ex B e ss1 A 1gm e l in i i W eb e r1ex S rechm 1 ( ) A 1leu co t r ich a tu rcz 1ex B e ss1C 1B 1C la rk e1 A 1m in o r J acg 1ex B e ss1 ) (A 1leu cop h y l la T u rcz1ex B e ss1C la rk e A 1ru t if o l ia S tep h 1ex Sp e rn g1 A 1ru p es t r is L 1 A 1s iev e rs ia n a E h rh a r t1ex W illd1 ) (A 1rh od a n th nm R up r1Po ljak 1 ) (S e r ip h id ium f e rg a n en se K ra sch 1ex Po ljak 1Po ljak 1 S 1k a sch g a r icum K ra sch 1 () S 1rh od a u th nm R up r1Po ljak 1 ()P y re th rum p y re th ro id es K a r1e t K ir1B 1F ed tach 1ex K ra sch 1 )(P 1a r ra sa n icum C 1W in k l1O 1e t B 1F ed t sch 1 ) (P 1t ra n s i l ien se H e rd1R g l1e t Schm a lh 1 () W a ld h e im ia g la b ra D ence1R g l1 () H ip p o ly t ia m eg a cep h a la R u p r1Po ljak 1 C a n c r in ia ch ry socep h a la K a r1e t K ir1 ) (A j a n ia sch a rn h o rs t i i R g l1e t Schm a lh 1T zve l1 A 1t r i loba ta Po ljak 1 () A 1f ru t icu losa L db 1Po ljak 1 ()P sy ch rog e ton p on c in s i i F ranch 1L ing1e t Y 1L 1C h en P o tam og e ton f i l if o rm is P e r s1 P 1p am i r icu s B ago e1 F es tu ca am b ly od es K recz1e t Bo b r1 F 1coe les t is K recz1e t Bo b r1 () F 1ru bra su bsp 1a rc t ica H ack 1Go vo r1 F 1k ry lov ia n a R eve rd1 F 1ov in a L 1su bsp 1sp h a g n ico la 1T zve l1 () F 1v a les ia ca su bsp su lca ta H ack 1Sch inz e t R 1K e lle r1 P oa a lp in a L 1 ) (P 1t ia n sch a n ica R g l1H ack 1ex O 1F ed t sch 1 P 1a l ta ica T r in ()P 1a lp ig en a B ly t tL in dm 1 P 1f es tu co id es N 1R 1C u i P 1f es tu 1v a r1k u n lu n en s is N 1R 1C u i1 ) (P 1v e rs ico lo r su bsp 1re la x a O vcz1T zve l1 P 1p o ip h a g o rum v a r1h u n cz i la p en s is K eng ex D 1F 1C u i1 P 1l i tw in ow ia n a O vcz1 P 1u rssu len s is T r in 1 P 1l ip sk y i R o sh ev1 P 1k ry lov i i R eve rd1 P 1ra n g k u len s is O vcz1e t C zuk 1 () P u cc in e l l ia ten u if lo ra G r iscb 1Sc r ib n 1e t M e r r1 P 1m ic roa n th e ra D 1F 1C u i () P 1p am i r ica R o sh ev1K recz1ex R o sh ev1 ) (P 1h a ck e l ia n a su bsp 1h um i l is L itw 1ex V 1K recz1T zve l1 P 1h a u p t ia n a K itag1 P 1sch isch k in i i T zve l1 L o ium p e rs icum Bo iss1e t H o h 1 L 1tem u len tum L 1 )(H o rd eum b ra v isu bu la tum T r in 1L ink 1 ) (H 1b ra 1v a r n ev sk ia n um Bow d1T zve l1 H 1tu rk es ta n icum N ev sk i1 D esch am p s ia p am i r ica R o sh ev1 D 1k oe le r io id es R ege l1 A lop ecu ru s h im a la icu s H oo k 1f A 1a ru n d in a ceu s Po ir1 C a lam a g ros t is t ia n sch a n ica R up r1 () C 1n eg lec ta E h rh 1Gae r th 1M ry1e t Sc te rb 1 () C 1a n th ox a n th o id es M u n ro R ege l1 )(C 1m a c i len ta G r iseb 1V 1L itv1 C 1m a c ro lep is L itv1 ()C 1ta ta rca H oo k 1f1D 1F 1C u i () L eym u s ov a tu a T r in 1T zve l1 () L 1ram osu s T r in 1T zve l1 () L 1seca l in u s T zve l1su bsp 1p u bescen s1 O 1F ed t sch 1T zve l1 ()A g rop y ron c r is ta tum L 1B eauv1 S t ip a reg e l ia n a H ack 1 )(S 1sa rep ta n a su bsp 1k ry lov i i R o sh ev1D 1F 1C u i )(S 1su bse iss l if lo ra M un ro ex H oo k 1f1D 1F 1C u i S 1b rev if lo ra G r iseb 1 S 1p u rp u rea G r iseb 1 ()S 1p u r1su bsp 1a ren osa T zve l1D 1F 1C u i S 1g la reosa P 1Sm irn 1 S 1ca u ca s ica D 1F 1C u i () S 1ca u 1su bsp 1d ese r to rum R o sh ev1T zve l1 S 1o r ien ta l is T r in 1 S 1r ich te r ia n a K a r1e t K ir S 1h im a la ica R o seh ev1 S 1robo row sk y i R o sh ev1 () P h ra gm i tes a u s t ra l is C av1T r in 1ex S teud1 () L eu cop oa o lg a e R ege lK recz1e t Bo b r1 B rom u s ox y od on Sch renk 1 B 1g ed ros ia n u s P enze s1 B 1j a p on icu s T h u nb 1 E lym u s s ibi r icu s L 1 E 1n u ta n s G r iseb 1 β()E 1a la ta v icu s D ro b 1A 1L ove βE 1p seu d on u ta n s A 1L ove1 ) (E 1cy l in d r icu s F ranch 1H o nda1 E 1k a sch g a r icu s D 1F 1C u i () E 1sch ren k ia n u s F isch 1e t M ey1T zve l1 () E 1tsch im u g a n icu s D ro b 1T zve l1 A v en a f a tu a L 1 ) (L R ich tT r ise tum sp ica tum 11 T 1sp i1su bsp 1m og o l icum H u lt1 () T 1sp i1su bsp 1v i rescen s R ege l1T zve l1 T 1a l ta icum R o sh ev1 K oe le r ia l i tv in ow i i D om in 1 P o ly p og on f u g a x N ee s ex S teu nd1 P 1iv a n ov a e T zve l1 ()P 1m on sp e l ien s is L 1D e sl1 P 1m a r i t im u s W illd1 ()A ch n a th e rum sp len d en s T r in 1N ev sk i ()S e ta r ia v i r id is L 1B eauv1 P en n ise tum cen t ra s ia t icum T zve l1 ) (B o th r ioch loa isch a em um L 1K eng1 T r ig loch in p a lu s t re L 1 () K obres ia ca p i l l if o l ia D ecne1C 1B 1C la rk e () K 1h um i l is C 1A 1M ey1Se rg1 () K 1s ten oca rp a K a r1e t K ir1S teud K 1d esy i C 1B 1C la rue1 C a rex a lex een k oa n a L itv1 C 1g r if f i th i i Boo t t1 C 1s ten oca rp a T u rcz1e t V 1K recz1 C 1m e la n a n th a C 1A 1M ey1 C 1s ten op h y l lo id es V 1K recz1 C 1p am i ren s is C la rk e ex B 1F ed t sch 1 C 1en e rv is C 1A 1M ey1 C 1p seu d of oe t id a K ak 1 C 1p y cn os ta ch y a K a r1e t K ir1 C 1o rbicu la r is Boo t t1 C 1a te r r im a H opp e1 C 1m ooc rof t i i F a lc1ex Boo t1 C 1d ich roa F reyn 1 C 1k osh ew n ik ow i i L itv1 C 1a la j ica L itv1 )(C 1reg e l ia n a K uk 1L itv1 E leoch a r is in te rs i ta Z in se r l1 E 1m e r id ion a l is Zin se r l1 () E 1u n ig lum is L in k Sch u lt1 S c i rp u s ta be rn a em on ta n i C 1C 1Gm e l1 S 1p um i lu s V ah l1 ()B ly sm u s ru f u s H u d s1L in k () B 1com p ressu s L 1P en z1 J u n cu s tu rk es ta n icu s V 1K recz1e t Go n t1 J 1g e ra rd i i L o ise l1 J 1th om son i i B uch enan 1 J 1h ep ta p o tam icu s V 1K reaz e t Gan t sch 1 A sp a ra g u s a n g u lof ra c tu s Iljin 1 A 1p ev tz ov i i P ro k h 1 G a g es j a esch k e i P a sch 1 G 1o lg a e R ege l1 G 1ov e S tap f1 I r is locz y i K an itz1 ) (I 1la c tea P a l l1v a r1ch in en s is F isch 1Ko idz1 () L loy d ia se ro t in a L 1R ege l1 () T u l ip a d a cy s tem on R ege l1R ege l1 F r i t i l la r ia f e rg a n s is A 1L o s1 A l l ium p rz ew a lsk ia n um R ege l1 A 1o reop ra sum Sch renk 1 A 1ca ro l in ia n um D C 1 A 1ca r ico id es R ege l1 A 1a t resa n g u in eum K a r1e t K ir1 A 1g lom e ra tum Po rk h 1 A 1h ym en o r rh iz um L edeb 1 A 1sch oen op ra sum L 1 O rch is la t if o l ia L 1 O 1um b rosa K a r1e t K ir1 The In dex of the Pam ir s Seed P lan ts in Ch ina L i X u eyu M a M iao Y an P in ()12D ep to f B io E ng inee ing 2222, , A bstra c t B a sed o n m an yyea ran d m an yt im e’ s in ve st iga t io n see in gco llec t io n , an d iden t if ica t io n o f p lan t sp ec im en sw e sy stem a t ize th e seed p lan t s d ist r ib u t in g o n th e 1148 , 204 531 P am ir s p re lim in a r ilyT h e re a re fam ilie sgen e ra an d sp ec ie s in a llB ecau se o f , th e in co n ven ien t t ran spo r ta t io n an d lim ited equ ipm en t o f f ie ld in ve st iga t io n th e re a re , , st ill m an y p lace s w e co u ld no t ge t to so th e sp ec im en co llec t io n s w e re no t com p le tean d , 1it is no t a o ve ra ll in dex e ith e rb u t it can b e a refe ren ce to sy stem a t ic re sea rch ; ; ; Key word s P am ir sp lan tin dexC h in a