Search

16 Jan 2018: Date: Thursday, 18 January. Time: 10.00am – 11.30am. Location: Cancer Research UK Cambridge Institute, Lecture Theatre, Li Ka Shing Centre, Robinson Way, Cambridge CB2 0RE.

8 Feb 2018: Old Testament Studies: Graham Ivor Davies, F. Oncology, Li Ka Shing: Bruce Anthony John Ponder, JE.

8 Feb 2018: Oncological Pathology. 2003. Ming-Qing Du, HH. Oncology, Li Ka Shing. 2015.

8 Feb 2018: Permanent capital Current accounts. Opening balance 1 August 2016. Additional capital. Income capitalised. Increase in value of. investment Closing balance. 31 July 2017 Invested at 31 July. 2017 Opening balance. 1 August 2016 Investment. income

9 Feb 2018: C A M B R I D G E U N I V E R S I T Y. REPORTERS p e c i a l N o 5 F r i d ay 9 F e b r u a r y 2 0 1 8 Vol cxlViii. p u b l i S H e d b y a u T H o r i T y. Financial Management Information for the year ended 31 July 2017. Financial Management

13 Feb 2018: On receiving the formal certificate in January 2018, Professor Richard Gilbertson, the Li Ka Shing Chair of Oncology at Cambridge University and Director of the CRUK Cambridge Centre said: “Cancer is

20 Feb 2018: kA(a,a′) = δa(a. ′), (7). where δa(a′) = 1 iff a = a′, 0 otherwise.4.2. ... The kernelfunction between two sets of actions is. kA(aB,aE) = δaB(a.

20 Feb 2018: kA(a,a′). For a sequence of belief state-. action pairs Bt = [(b0,a0),. ... For the action space kernel, the δ-kernel is useddefined by:. kA(a,a′) = δa(a. ′).

20 Feb 2018: and action spaces kB(b,b′)kA(a,a′). ... kA(a,a′) = δa(a. ′) (5). where δa(a′) = 1 iff a = a′, 0 otherwise.

20 Feb 2018: and action spaces kB(b,b′)kA(a,a′). ... kA(a,a′) = δa(a. ′) (5). where δa(a′) = 1 iff a = a′, 0 otherwise.

20 Feb 2018: Q(b,a) GP (0,k((b,a), (b,a))) (2). where the kernel k(, ) is factored into separate kernels overbelief and action spaces kB(b,b′)kA(a,a′). ... kA(a,a′) = δa(a. ′) (7). where δa(a′) = 1 iff a = a′, 0 otherwise.

20 Feb 2018: k(b,a,b′,a′) = kB(b,b′)kA(a,a. ′). (3). In addition, if we assume additive noise in the Q-function, Q(b,a) N(0,σ2), the following ... kA(a,a′) = 1 δa(a′) (14). where δa(a′) = 1 iff a = a′.For the full-space systems, the kernel function

20 Feb 2018: 211. 2121. 1. aannna. annnnn. ka. rd (13). Here nr specifies the number of events that occurred r times and a fixed discounting factor was used if they are zero.

20 Feb 2018: kA(a,a′). For a training sequence of belief state-action pairs B = [(b0,a0),. , ... kA(a,a′) = δa(a. ′) (6). where δa(a′) = 1 iff a = a′, 0 otherwise.

20 Feb 2018: is factored into separate kernels over thesummary state and action spaces kC(c,c′)kA(a,a′).

20 Feb 2018: kA(a,a′). The. policy is optimised using an algorithm called GP-SARSA [7, 45] in which theQ-function is updated by calculating the posterior given the collected belief-action pairs ... The summary action kernel is defined as:. kA(a,a′) = δa(a. ′)

20 Feb 2018: function,Q(b, a) GP (0, k((b, a), (b, a))) wherethe kernelk(, ) is factored into separate kernels over thesummary state and action spaceskB(b, b)kA(a, a).

20 Feb 2018: bbj¢&}M"@"jj}j[&}(¢}M|ªjb}a{(|&}(}M¢¤&Ka"}Xl|&|s¡"&}¡}bj¤&|@b&¤&@}"|&}b|&bj5¢@¤[@¤&}"¤|&| b9}&}M¤@j@b

20 Feb 2018: Zhang and Chaudhuri2015] Chicheng Zhang and Ka-malika Chaudhuri. 2015. Active learning fromweak and strong labelers.

20 Feb 2018: Q(b,a) GP (0,k((b,a), (b,a))). (41). The kernel k(, ) is often factored into separate kernels over the belief state and actionspaces kB(b,

20 Feb 2018: and action spaces kB(b, b′)kA(a,a′)and Qπ(b,a) N(0,σ2) is Gaussian noise, Gaussian pro-cess regression [22] can be applied to find the posterior

26 Feb 2018: We present the energies calculated using two different shifting techniques: Kob-Anderson (KA). ... N. Energy (KA). Energy (SF, cutoff=2.5). Energy (SF, cutoff=1.842). Structure. Coordinates.

27 Feb 2018: Predicting Sizes of Hexagonal and Gyroid Metal Nanostructures from Liquid Crystal Templating KA Asghar, DA Rowlands, JM Elliott, and AM Squires ACS Nano 9(11) 10970-10978 2015.

27 Feb 2018: PHYSICAL REVIEW E 97, 022411 (2018). Microbial mutualism at a distance: The role of geometry in diffusive exchanges. François J. Peaudecerf,1, Freddy Bunbury,2 Vaibhav Bhardwaj,2 Martin A. Bees,3 Alison G. Smith,2. Raymond E. Goldstein,1,† and

28 Feb 2018: der Gesellschaft für Japanforschung 2, 6–20. 1998 ‘Kodaijin wa itsu neteita ka’ (‘The administration of sleeping time in ancient Japan’),. ... 2000 ‘Nihonjin wa naze densha no naka de nemuru no ka’ (‘Why do Japanese sleep in the.

28 Feb 2018: der Gesellschaft für Japanforschung 2, 6–20. 1998 ‘Kodaijin wa itsu neteita ka’ (‘The administration of sleeping time in ancient Japan’),. ... 2000 ‘Nihonjin wa naze densha no naka de nemuru no ka’ (‘Why do Japanese sleep in the.

7 Mar 2018: 2003 Ming-Qing Du, HHOncology, Li Ka Shing 2015 Richard James Gilbertson, JNOperations Research 2007 Daniel Ralph, CHUOphthalmology 2010 Keith Robert Graham Martin, CTHOrganic Chemistry (2001) 2001 Ian Paterson, JEOrganic Chemistry

13 Mar 2018: " #$ %&'() , -. /0 12 '34#$ 056 # 7. 8:9<;!=?>@BADCEGF19?H IKJDAL@NMOIKPRQTS-9U;!ADVUW3JLJXI3M. CZYALVGIK[]NAD>PBWQ?A_aP?b3>b3P?>[BAXI:Q?>Jdc MY>VGIK[]N>P1WKeFfPRb3ADP?>>[gADP?bJihj_aPRekW3[glInmADWKP?>1cpo1P?ALqK>[B@gALsrI(QRAutvAD>PGI

13 Mar 2018: áà-ØÙcä)Ü@ÝØàØÙ6ØäÙcÚä_ÙcÚàåfä_ØÞÛÝÜ@ÙcØáâSàÕ'Ü!Kä/WÕcß)Þ ØÙÜ@áà+)ÚÕ_Ø-ØÈáâÙcMÜ@ÙØÙàßÚäØáàÚÚàQâ)ÚáÚ ... áÙcÚ2Öß)ØÖÚß:äcÖ

13 Mar 2018: åãòIë5àóáãçákîïçåQä)ðäÎàAìç éäçà¡áå èùäåá èìèàïAàøAèé áãèâåäÎáQïçáQäòà ë5ãèéèáãèÕèùÒçñáäÎàAìçéäç à¡áøAò¡èåàòálèù¡äåá]'äÎàÒöDò ... èéHøAèéä)ì%çá

13 Mar 2018: ÃÄ-,90/ªÀ=4"!t4M9sÌ:4ÊtA%&Ì:C=90A'4<UKtæ4A'?&>-,"$+?A'Ê$&,&ÁÆ646A'ûtÀM&ADBAD/QCM#'&/&4<?&>5ÚÌ:Æ6A'ÁÆ8-?&>Á9sÊ0&-UX+,Æ6&/Q"wÉtAD/kÀ=/#%A#!w&#%ADÆM9t9M52&,? ... ÀM+:,&4A'?&-U"w+,A%9<46Ì}&-,&46&&56&58+?9ËE4658UÆM& /A'4MAD/kÀ=/K.

13 Mar 2018: " #$ %&'() , -. /0 12 '34#$ 056 # 7. 8:9<;!=?>@BADCEGF19?H IKJDAL@NMOIKPRQTS-9U;!ADVUW3JLJXI3M. CZYALVGIK[]NAD>PBWQ?A_aP?b3>b3P?>[BAXI:Q?>Jdc MY>VGIK[]N>P1WKeFfPRb3ADP?>>[gADP?bJihj_aPRekW3[glInmADWKP?>1cpo1P?ALqK>[B@gALsrI(QRAutvAD>PGI

13 Mar 2018: áà-ØÙcä)Ü@ÝØàØÙ6ØäÙcÚä_ÙcÚàåfä_ØÞÛÝÜ@ÙcØáâSàÕ'Ü!Kä/WÕcß)Þ ØÙÜ@áà+)ÚÕ_Ø-ØÈáâÙcMÜ@ÙØÙàßÚäØáàÚÚàQâ)ÚáÚ ... áÙcÚ2Öß)ØÖÚß:äcÖ

13 Mar 2018: åãòIë5àóáãçákîïçåQä)ðäÎàAìç éäçà¡áå èùäåá èìèàïAàøAèé áãèâåäÎáQïçáQäòà ë5ãèéèáãèÕèùÒçñáäÎàAìçéäç à¡áøAò¡èåàòálèù¡äåá]'äÎàÒöDò ... èéHøAèéä)ì%çá

13 Mar 2018: ÃÄ-,90/ªÀ=4"!t4M9sÌ:4ÊtA%&Ì:C=90A'4<UKtæ4A'?&>-,"$+?A'Ê$&,&ÁÆ646A'ûtÀM&ADBAD/QCM#'&/&4<?&>5ÚÌ:Æ6A'ÁÆ8-?&>Á9sÊ0&-UX+,Æ6&/Q"wÉtAD/kÀ=/#%A#!w&#%ADÆM9t9M52&,? ... ÀM+:,&4A'?&-U"w+,A%9<46Ì}&-,&46&&56&58+?9ËE4658UÆM& /A'4MAD/kÀ=/K.

13 Mar 2018: v'$px kÃ Æ ÊV kÃ Æ ÙV3¢{}|'«'=HwbVz{wbxvV1{}|]|vzvVVwbH=|@£&w}kH{}{}|kXvV3vHwkxlÃ/{vg{}|vx'l Å.

13 Mar 2018: KÁ?AIÐOÔR_?A@JI ¿ÛÒõÛ"ø#FS?AI¿ØD4I? AI¿?ÒRS?GD4E)ØJçOF_Fx@4Ñ&RSÙ¿OÔ-D4xOQ_DUDJQ_DJxORSOQ_FCÔ-@JxU¿çR_OMRSÙ¿O,I@JQ_ÁD4EA?GFO%K. ... O#Q_O-U¿Q_OFSO-IZR FRSÙO8xO%D4IO-Q_QS@VQ7Ô@VxU¿çRSO%KÂ@JI õïRSQ_?GD4EGFCò?ÒRSÙ K?Òú

13 Mar 2018: a keypoint kA in A which matches kBin B is kept if kB matches kA and vice versa).

13 Mar 2018: v'$px kÃ Æ ÊV kÃ Æ ÙV3¢{}|'«'=HwbVz{wbxvV1{}|]|vzvVVwbH=|@£&w}kH{}{}|kXvV3vHwkxlÃ/{vg{}|vx'l Å.

13 Mar 2018: KÁ?AIÐOÔR_?A@JI ¿ÛÒõÛ"ø#FS?AI¿ØD4I? AI¿?ÒRS?GD4E)ØJçOF_Fx@4Ñ&RSÙ¿OÔ-D4xOQ_DUDJQ_DJxORSOQ_FCÔ-@JxU¿çR_OMRSÙ¿O,I@JQ_ÁD4EA?GFO%K. ... O#Q_O-U¿Q_OFSO-IZR FRSÙO8xO%D4IO-Q_QS@VQ7Ô@VxU¿çRSO%KÂ@JI õïRSQ_?GD4EGFCò?ÒRSÙ K?Òú

13 Mar 2018: a keypoint kA in A which matches kBin B is kept if kB matches kA and vice versa).

13 Mar 2018: "!"#$!%"&')(",-.)! /1032547698:0<;,=?>503@A@CBDBFEHGJIK=MLONQPK03@A@?=AESR3TUS6WV8X47>5BF698:YZ4E8,0F[]E_R3=?E_47476:=AESRS_aKES=Ab"476WV=?8cD0F[1;dBeYf2_6:=CGR34". ;dBFYg2S69=CGRh4"S;di1jlkmonqpr Ls=A>503@?@MBtEeu:Tv"w47ESR_pxL7BeYypxBhL3pzUSN.

13 Mar 2018: RYQLR P[&|FLYÁ|FLc&t | kâ[&UR[&gXNQc&[&[&UNFLP LNQU ]bWBcWlRR ]QgXNQU [&TQU VQL [&TiLPR L NQP , LU [eiLj[&YQLT U [&UrkX|FL[&TQdO|i[e]QR=o.

13 Mar 2018: A Probabilistic Framework for Space Carving. A. Broadhurst, T.W. Drummond and R. CipollaDepartment of EngineeringUniversity of CambridgeCambridge, UK CB2 1PZ. Abstract. This paper introduces a new probabilistic framework forSpace Carving [9]. In

13 Mar 2018: 4 4]! W%MRG'2F-E' $I4 E4 KA. :BE7Q!7R A ,4Q &, I:B z q7 ,B0S ( ) &0 & )NP4Q )( )! ,=) ,=? , "5 -! e BE7, - Iy C,G ,4Q &,,=: z 7C8 ,9m D

13 Mar 2018: "!"#$!%"&')(",-.)! /1032547698:0<;,=?>503@A@CBDBFEHGJIK=MLONQPK03@A@?=AESR3TUS6WV8X47>5BF698:YZ4E8,0F[]E_R3=?E_47476:=AESRS_aKES=Ab"476WV=?8cD0F[1;dBeYf2_6:=CGR34". ;dBFYg2S69=CGRh4"S;di1jlkmonqpr Ls=A>503@?@MBtEeu:Tv"w47ESR_pxL7BeYypxBhL3pzUSN.

13 Mar 2018: #"$% # &'#(),-. '/01 (2345/6/2789 $%:; '. <&=?>A@ABDCE2FGH=JI!=?ELKNM9ODPQCRS>TOFUWVHOYXZX[=. ]S_aSbAc]TdDbefhghdijkd]l]TaAjkdimndDjpo3]TaSqrjpbts/ef;u&_vc9wDaAjpxDi3]. u&_vc9wDaAjpxDi3]:u#y z{l|#}Qgdip_dx.

13 Mar 2018: RYQLR P[&|FLYÁ|FLc&t | kâ[&UR[&gXNQc&[&[&UNFLP LNQU ]bWBcWlRR ]QgXNQU [&TQU VQL [&TiLPR L NQP , LU [eiLj[&YQLT U [&UrkX|FL[&TQdO|i[e]QR=o.

13 Mar 2018: #"%$&%&'. () ,-/.0. 132 45 76 5"%8:9; "%5$$"%&<&=$>5@?A #BDCE.0. FG$ H!I9J?KL"% "<4LMG"%65 "%N+!9J HO "%LPQ)4H!$"%LSR HO4"%LT #UIV8-/W;X? K4L&'? KH7"<&ZY[H!&']GL 2 H E 2 )_. bacKdfe>g!hiajagklamnh@e>g/kojpg/kqamr s ajutwvxmQyz{agklamn|@p s p}o}lp.

13 Mar 2018: A Probabilistic Framework for Space Carving. A. Broadhurst, T.W. Drummond and R. CipollaDepartment of EngineeringUniversity of CambridgeCambridge, UK CB2 1PZ. Abstract. This paper introduces a new probabilistic framework forSpace Carving [9]. In