Hivi mtu kuwa Cream inamaanisha kuwa na First Class au Upper Second?

Hivi mtu kuwa Cream inamaanisha kuwa na First Class au Upper Second?

Nliposoma mimi majority ya walopata GPA kubwa hazikuwa halali zao!
 
jamani safi sana,mgongano wa mawazo huleta kitu fulani na hasa wazo jipya,jitahidi kila siku wewe mwenye first na sisi wenye second na lower hata gentle upate kujifunza kitu fulani,mfano hapa umejifunza nini katika mjadala huu? je umeugeuza mjadala kuwa fulsa kwa jicho la kitaaluma? kiukweli tunahitaji kujifunza sana na mtu usilizike na lower au gentle,hata mwenye second na first unahitaji kusonga mbele,ukikaa bila kuongeza ujuzi hiyo first............mpaka gentle itapauka kabisa na ubora utakuwa hautoshi kabisa,songa mbele ongeza maarifa,mfano mimi nilikuwa na class zuri kabisa NA SIKUWAHI KATIKA MAISHA YANGU YA UANAFUNZI WA VYUO KUPATA SUPPREMENTARY,SIO KWAMBA MIMI NAJUA KILA KITU PIA, na ninapenda kufundisha lakini sijafanikiwa kupata chuo na hiyo ndio dream yangu kila siku,but naendelea kutafuta fursa, huyo mwenye daraja lajuu au la chini hajui kila kitu,kila mtu anajua kitu fulani,na msomi kutoa matusi sio usomi mzuri ndio maana nakushauri urudi darasani ili ukaongeze maarifa maana kwa mtazamo wangu,unapotoa hoja kwa matusi INATUONESHA KABISA KUWA UWEZO WAKO UMEPAUKA NA UNAHITAJI KWENDA DARASANI KUTIA RANGI TENA HATA KAMA ULIKUWA NA HONORS.
 
davion delmonte jr. said:
kupata 1st au upper second class is a necessary but not a sufficient condition to be cream... Kwa uzoefu wangu watu wengi wenye gpa kubwa wan vitu vya ziada kichwani na walikua busy na shule. Sijawahi kudhani hata siku moja mtu mwenye pass awe na uelewa mkubwa kuzidi mtu mwenye first class, kama unadhani inawezekana hiyo kutokea basi utakua umepotoka vikali ama si utakua unawaonea wivu watu waliopata hizo first class...


"kama ulishindwa kupata first class usijifariji kwa kusema eti gpa si kitu au eti, mtu wa pass ni zaidi ya first class" ewe mwananchi mwenye maoni ya hovyo kama haya utakua unaumwa ugonjwa wa kuchukia, wakati vipanga tukitafuta hizo gpa kali za 4.3, 4.4, 4.5, 4.6, 4.7 nyinyi mlikua mkihudhuria bash zisizohesabika halafu mnajifariji sahiv gpa si kitu.... Huo ujinga wako huo peleka kuleeeeee, pumbaaaaaaaaaav nenda katibiwe huu ugonjwa :juggle::juggle::loco:
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mwenye gpa kubwa maranyingi anakuwa anajua vitu vingi sana.sikubaliani heti mtu mwenye pass akawa na uelewa mkubwa kuliko mwenye first class.marachache sana mwenye pass anaweza kuwa na uelewa mkubwa sana wa scholastic education.
Na si rahisi mtu akapiga chabo kila semista kwa masomo yote alafu akamaliza na first class.wanaopata first class hao wameisotea.hakuna chabo hapo.mimi mwenyewe shahidi japokuwa mimi sijamaliza chuo bado naitafuta first class.
Acheni majungu.wewe nenda maisha club na ubaki kusema first class si kitu. Ni bora ukawa nayo ili mtu akuamini hata ukijiajiri mtu anakuamini kukupa mkopo hata wa bure maana anajua huwezi haribu(assumption).bongo bila gpa nzuri ,basi uwe na lefa ndio utapata ajira/
 
Jabulani said:
Basi ili uwe katika safe side, pata GPA kubwa. Kwani kuna tatizo gani ukipata GPA kubwa? Jamani, mbona tunapenda kutetea vitu vya ajabu? Hebu pendekeza sasa, umepewa watu 50 usiowajua, unatakiwa uwapate watu watatu, wewe ungefanyaje? Wakisema kigezo cha uzoefu, mnalalamika eti vijana waliograduate watakosa sifa, wakisema kigezo cha GPA mnalalamika eti GPA kubwa sio uchapakazi, wakisema toeni mawazo yenu kigezo gani kitumike, hamtoi mawazo, mnaishia kulalamika tu! Sasa unalalamika bila kutoa mawazo, huoni wewe hauna mchango wowote katika jamii?
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pokea like ya heshima ndg
 
PRESIDA TO BE.. said:
Hi, wana Jamii Forum

Natumainia wengi wetu tunaendelea na jukumu hili la ujengaji wa taifa. Kuna lugha zimekuwa zikitumika sana humu kwenye forum hii kwamba wale GRADUATE wenye first and upper second ndio ma-CREAM.

Lakini cha ajabu hawa watu wengi wao thinking capacity yao kimaisha ni duni sana kutokana na wengine kutopata hizo classes kihalali...ie. Kuna chuo cha engineering ambacho nasoma sasa wengi wenye hizo (huku tunaita GPA) kubwa wanatumia juche..ndani ya mitihani... Sasa hii CREAM inatoka wapi ambayo wengi wanajisifia humu.

Then wengine hawawezi kideliver kile ambacho kiko kwenye gpa, sasa ukirimu uko wapi? mfano wengine ndio ma-lecture huku vyuoni but ni mbumbumbu kinoma afadhali yule mwenye PASS.
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usijipe moyo ww! m2 mwenye gpa kubwa c mwenzako, sababu yeye ana fulsa kubwa ktk kupata vitu vinavyohusiana na elimu, kwa mfano mbali na ajira ana nafasi kubwa kujiendeleza kielimu ndani na nje ya nchi, mfano angalia scholarship zinazotolewa wanataka nn?
 
majeshi 1981 said:
upper second class siyo GPA ya kubeza, hawa wanaweza kuwa watafiti wazuri sana na wahadhiri kwa kutumia vigezo vya tcu na nacte
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Uko sahihi sana mkuu na wengi huwa wanaweza kuonesha uwezo huo kwa vitendo!!!!
 
Hakuna Kitu Kizuri Na Kinachovutia Kama Matokeo Yako Yaendane Na Ufanisi Katika Kazi. Gpa Kubwa Au Nzuri Ni Vema Ukawa Nayo Ila Iendane Na Uwezo Wako,si Una First Class Halafu Ukipewa Kazi Inayohusu Taaluma Yako Upo Vumbi,wenzetu Wanaendelea Kupiga Hatua Kwakua Wanatenda Kile Kinachoendana Na Walichosomea,mfano Umesoma Engineering Halafu Umepewa Kazi Ya Kusimamia Jengo Baada Ya Muda Linaanguka Na Kuua,hapo Gpa Yako Haina Maana Kwakua Haileti Matokeo Chanya Katika Kazi Unayofanya. Unakuta Mwalimu Ana First Class Au Upper Second Na Darasani Hata Kufundisha Hawezi Sasa Hio Gpa Ina Maana Gani? Kupata Gpa Nzuri Ni Vema Ila Tujitaidi Iendane Na Utendaji Wa Kazi.
 
majeshi 1981 said:
ndiyo uwezo wako na huna budi kufurahia, ungetaka uone fahari kwa GPA kubwa ya rafiki yako?
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sio uwezo wangu, sikuamua kuwa na GPA kubwa ila nilitaka niende kinyume cha wengine wanavyofanya
 
Bulldog said:
sio uwezo wangu, sikuamua kuwa na GPA kubwa ila nilitaka niende kinyume cha wengine wanavyofanya
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KUNAJAMAA ALIKUWA ANAWADANGANYA WENZAKE "KWANINI UNARISITI?,JAMAA LINAJIBU,UJUE MIMI NILIPATA C ZOTE,ILA NARISITI NIPATE A,

HEBU ANGALIA HII CREAM MENGINE MAGUMASHI TU
[h=1]Terence Tao[/h]From Wikipedia, the free encyclopedia


[TABLE="class: infobox vcard, width: 22"]
[TR]
[TH="class: fn, bgcolor: transparent, colspan: 2, align: center"]Terence Chi-Shen Tao[/TH]
[/TR]
[TR]
[TD="colspan: 2, align: center"]
Tao at March 2006 Erdős Memorial Conference in Memphis, Tennessee
[/TD]
[/TR]
[TR]
[TH="bgcolor: transparent"]Born[/TH]
[TD]17 July 1975 (age 38)
Adelaide, South Australia[/TD]
[/TR]
[TR]
[TH="bgcolor: transparent"]Residence[/TH]
[TD]Los Angeles, California[/TD]
[/TR]
[TR]
[TH="bgcolor: transparent"]Nationality[/TH]
[TD]Australian[SUP][1][/SUP]
United States[SUP][1][/SUP][/TD]
[/TR]
[TR]
[TH="bgcolor: transparent"]Fields[/TH]
[TD="class: category"]Mathematics[/TD]
[/TR]
[TR]
[TH="bgcolor: transparent"]Institutions[/TH]
[TD]University of California, Los Angeles[/TD]
[/TR]
[TR]
[TH="bgcolor: transparent"]Alma mater[/TH]
[TD]Flinders University
Princeton University[/TD]
[/TR]
[TR]
[TH="bgcolor: transparent"]Doctoral advisor[/TH]
[TD]Elias M. Stein[/TD]
[/TR]
[TR]
[TH="bgcolor: transparent"]Known for[/TH]
[TD]Green–Tao theorem
Tao's inequality
Kakeya conjecture
Horn conjecture[/TD]
[/TR]
[TR]
[TH="bgcolor: transparent"]Notable awards[/TH]
[TD]Salem Prize (2000)
Bôcher Memorial Prize (2002)
Clay Research Award (2003)
Australian Mathematical Society Medal (2005)
Ostrowski Prize (2005)
SASTRA Ramanujan Prize (2006)
Levi L.Conant Prize (2005)
Fields Medal (2006)
MacArthur Award (2007)
Fellow of the Royal Society (2007)
Alan T. Waterman Award (2008)
Onsager Medal (2008)
King Faisal International Prize(2010)
Nemmers Prize in Mathematics(2010)
Polya Prize (2010)
Crafoord Prize (2012)
Simons Foundation Award (2012)
Joseph I. Lieberman Award(2013)[/TD]
[/TR]
[/TABLE]
Terence "Terry" Chi-Shen Tao FAA FRS (simplified Chinese: 陶哲轩; traditional Chinese: 陶哲&#36562😉 (born 17 July 1975, Adelaide), is an Australian mathematician working in harmonic analysis, partial differential equations, additive combinatorics, ergodic Ramsey theory, random matrix theory, and analytic number theory. He currently holds the James and Carol Collins chair in mathematics at the University of California, Los Angeles. He was one of the recipients of the 2006 Fields Medal.
[h=2]Contents[/h] [hide]​


[h=2]Personal life[edit][/h]Tao was a child prodigy,[SUP][2][/SUP] one of the subjects in the longitudinal research on exceptionally gifted children by education researcher Miraca Gross.[SUP][3][/SUP] His father told the press that at the age of two, during a family gathering, Tao attempted to teach a 5-year-old child arithmetic and English. According to Smithsonian Online Magazine, Tao could carry out basic arithmetic by the age of two. When asked by his father how he knew numbers and letters, he said he learned them from Sesame Street.[SUP][4][/SUP] Aside from English, Tao speaks Cantonese, but cannot write Chinese.
Tao exhibited extraordinary mathematical abilities from an early age, attending university level mathematics courses at the age of nine. He is one of only two children (besides Lenhard Ng) in the history of the Johns Hopkins' Study of Exceptional Talent program to have achieved a score of 700 or greater on the SAT math section while just 8 years old (he scored a 760).[SUP][5][/SUP] In 1986, 1987, and 1988, Tao was the youngest participant to date in the International Mathematical Olympiad, first competing at the age of ten, winning a bronze, silver, and gold medal respectively. He remains the youngest winner of each of the three medals in the Olympiad's history, winning the gold medal shortly after his thirteenth birthday. At age 14, Tao attended the Research Science Institute. When he was 15 he published his first assistant paper. He received his bachelor's and master's degrees (at the age of 16) from Flinders University under Garth Gaudry. In 1992 he won a Fulbright Scholarship to undertake postgraduate study in theUnited States. From 1992 to 1996, Tao was a graduate student at Princeton University under the direction of Elias Stein, receiving his Ph.D. at the age of 21.[SUP][6][/SUP] He joined the faculty of the University of California, Los Angeles in 1996. When he was 24, he was promoted to full professor at UCLA and remains the youngest person ever appointed to that rank by the institution.
Tao's father was born and grew up in Shanghai, and Tao's mother is Cantonese by ethnicity.[SUP][7][/SUP] His parents are first generation immigrants from Hong Kong to Australia.[SUP][8][/SUP] His father, Billy Tao (Chinese: 陶象國; pinyin: Táo Xiàngguó; Cantonese Yale: tòuh jeuhng gwok) is a pediatrician, and his mother, Grace Tao, is a physics and mathematics graduate from the University of Hong Kong, formerly a secondary school teacher of mathematics in Hong Kong.[SUP][9][/SUP]
Tao has two brothers living in Australia, both of whom represented Australia at the International Mathematical Olympiad.

Tao, his wife Laura (an engineer at NASA's Jet Propulsion Laboratory),[SUP][11][/SUP] their son, and their daughter live in Los Angeles,California.
[h=2]Research and awards[edit][/h]Tao has won numerous honors and awards.[SUP][12][/SUP] He received the Salem Prize in 2000, the Bôcher Memorial Prize in 2002, and theClay Research Award in 2003, for his contributions to analysis including work on the Kakeya conjecture and wave maps. In 2005, he received the American Mathematical Society's Levi L. Conant Prize with Allen Knutson, and in 2006 he was awarded theSASTRA Ramanujan Prize.
In 2004, Ben Green and Tao released a preprint proving what is now known as the Green–Tao theorem. This theorem states that there are arbitrarily long arithmetic progressions of prime numbers. The New York Times described it this way:[SUP][13][/SUP][SUP][14][/SUP]
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[TD]"[/TD]
[TD]In 2004, Dr. Tao, along with Ben Green, a mathematician now at the University of Cambridge in England, solved a problem related to the Twin Prime Conjecture by looking at prime number progressions-series of numbers equally spaced. (For example, 3, 7 and 11 constitute a progression of prime numbers with a spacing of 4; the next number in the sequence, 15, is not prime.) Dr. Tao and Dr. Green proved that it is always possible to find, somewhere in the infinity of integers, a progression of prime numbers of equal spacing and any length.[/TD]
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For this and other work Tao was awarded the Australian Mathematical Society Medal of 2004.
In August 2006, at the 25th International Congress of Mathematicians in Madrid, he became one of the youngest persons, the first Australian, and the first UCLA faculty member ever to be awarded a Fields Medal.[SUP][15][/SUP][SUP][16][/SUP] An article by New Scientist[SUP][17][/SUP] writes of his ability:
[TABLE="class: cquote"]
[TR]
[TD]"[/TD]
[TD]Such is Tao's reputation that mathematicians now compete to interest him in their problems, and he is becoming a kind of Mr Fix-it for frustrated researchers. "If you're stuck on a problem, then one way out is to interest Terence Tao," says Charles Fefferman [professor of mathematics at Princeton University].[SUP][15][/SUP][SUP][16][/SUP][/TD]
[TD="width: 20, align: right"]"[/TD]
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Tao was a finalist to become Australian of the Year in 2007.[SUP][18][/SUP] He is a corresponding member of the Australian Academy of Science, and in 2007 was elected as a Fellow of the Royal Society.[SUP][19][/SUP][SUP][20][/SUP] In the same year Tao also published Tao's inequality,[SUP][21][/SUP] an extension to the Szemerédi regularity lemma in the field of information theory.
In April 2008, Tao received the Alan T. Waterman Award, which recognizes an early career scientist for outstanding contributions in their field. In addition to a medal, Waterman awardees also receive a $500,000 grant for advanced research.[SUP][22][/SUP]
In December 2008, he was named The Lars Onsager lecturer[SUP][23][/SUP] of 2008, for "his combination of mathematical depth, width and volume in a manner unprecedented in contemporary mathematics". He was presented the Onsager Medal, and held his Lars Onsager lecture entitled "Structure and randomness in the prime numbers"[SUP][24][/SUP] at NTNU,Norway.
Tao was also elected a Fellow of the American Academy of Arts and Sciences in 2009.[SUP][25][/SUP]
In 2010, he received the King Faisal International Prize jointly with Enrico Bombieri.[SUP][26][/SUP] Also in 2010, he was awarded the Nemmers Prize in Mathematics[SUP][27][/SUP] and the Polya Prize (SIAM).[SUP][28][/SUP] Tao and Van H. Vu solved the circular law conjecture.
Tao also made contributions to the study of the Erdős–Straus conjecture in 2011 by showing that the number of solutions to the Erdős–Straus equation increases polylogarithmically as n tends to infinity.
In 2012 he and Jean Bourgain received the Crafoord Prize in Mathematics from the Royal Swedish Academy of Sciences.[SUP][29][/SUP][SUP][30][/SUP] Also, in 2012, he was selected as a Simons Investigator.[SUP][31][/SUP] He proved that every odd integer greater than 1 is the sum of at most five primes.[SUP][32][/SUP]
He is a Fellow of the Royal Society, the Australian Academy of Sciences (Corresponding Member), the National Academy of Sciences (Foreign member), the American Academy of Arts and Sciences, and the American Mathematical Society.[SUP][33][/SUP] In 2006, he received the Fields Medal "for his contributions to partial differential equations, combinatorics, harmonic analysis and additive number theory", and in 2007, he was awarded the MacArthur Fellowship. He has been featured in The New York Times, CNN,USA Today, Popular Science, and many other media outlets.[SUP][34][/SUP]
As of 2013 Tao has published over 250 research papers and 17 books.[SUP][35][/SUP] He has an Erdős number of 2.
[h=2]Book publications[edit][/h]
  • Solving Mathematical Problems: A Personal Perspective,[SUP][36][/SUP] Oxford University Press, 2006
  • Analysis, Vols I and II, Hindustan Book Agency, 2006
  • Additive Combinatorics, with Van H. Vu, Cambridge University Press, 2006
  • Nonlinear dispersive equations: local and global analysis, CBMS regional series in mathematics, 2006.
  • Structure and Randomness: pages from year one of a mathematical blog, American Mathematical Society. 2008
  • Poincaré's legacies: pages from year two of a mathematical blog, Vols. I and II, American Mathematical Society, 2009
  • An Introduction to Measure Theory, American Mathematical Society, 2011
  • An Epsilon of Room, I: Real Analysis: pages from year three of a mathematical blog, American Mathematical Society, 2011 (online version)
  • An Epsilon of Room, II: pages from year three of a mathematical blog, American Mathematical Society, 2011 (online version)
  • An Introduction to Measure Theory. American Mathematical Society, 2011, (online version)
  • Topics in Random Matrix Theory, American Mathematical Society, 2012 (online version)
  • Higher-order Fourier Analysis, American Mathematical Society, 2012 (online version)
  • Compactness and Contradiction, American Mathematical Society, 2013 (online version)
[h=2]See also[edit][/h]
[h=2]References[edit][/h]


[h=2]External links[edit][/h]
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Fields Medalists
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