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C OM B I N A T OR I C S AND T O P OL OGY O FCU R V E S ANDKNO T S

C OM B I N A T OR I C S AND T O P OL OGY O FCU R V E S ANDKNO T S

... A Carter surface is the minimal genus surface into which we can embed a given 4-regular graph diagram. Sometimes we have chosen a Euler walk on our diagram that consists of more than one circuit. Later in Section ...

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Publicly a c c e s s i b l e P e n n D i s s e r t a t i o n s

Publicly a c c e s s i b l e P e n n D i s s e r t a t i o n s

... torus T (G) = T , Root System R G ⊂ T e , and Weyl Group W (G), being the most important for our pur- ...Although T is not unique, every element of G lies in some maximal torus ...

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NONSYM E T R I C S C H U RFU N C T I O N S

NONSYM E T R I C S C H U RFU N C T I O N S

... cell b such that σ(b) = 1, this cell and the cell beside it in first column would be ...cell b in the second column must have σ(b) ≤ 2. Therefore each cell b in the second column has ...

129

On H y p e r - S y m me t r i c A b e l i a nV a r i e t i e s

On H y p e r - S y m me t r i c A b e l i a nV a r i e t i e s

... terms of endomorphism algebras (3.3.1). In the next chapter, we define partitions and partitioned isocrystals. The main theorem (5.1.1) is stated in chapter 5. Sev- eral examples are provided to illustrate how to ...

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H e ur i s t i c Me t ho ds f o r P a r a me t e rE s t i ma t i o n ina Sm a r t B e a mSt r uct ur e

H e ur i s t i c Me t ho ds f o r P a r a me t e rE s t i ma t i o n ina Sm a r t B e a mSt r uct ur e

... In our simulations, we used N = 16 standard cubic splines as was done in ...at t = 0.0005 seconds. Beam displacements were measured from t = 0 to t = ...

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On t h e e v o l u t i o n a r yf o r mo f t h ec o n s t r a i n t s in e l e c t r o d y n a m i c s

On t h e e v o l u t i o n a r yf o r mo f t h ec o n s t r a i n t s in e l e c t r o d y n a m i c s

... and its decomposition in terms of the variables N , b N b I , b γ IJ , is also known throughout Σ. Thus (16) can be solved for λ. Note that (16), is manifestly independent of the choice made for the ...

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ESIG N O FM E TA L L I C ME S H AB S O RB E R SF OR HI G H ND WI DTH E L E CTROMAG NE TI C WA VE S T. B a r on , S . E u p h r a s i e , S . Be nM b a r e k , P . V a i r a c and B. Cr e t i n FEM T O - S T

ESIG N O FM E TA L L I C ME S H AB S O RB E R SF OR HI G H ND WI DTH E L E CTROMAG NE TI C WA VE S T. B a r on , S . E u p h r a s i e , S . Be nM b a r e k , P . V a i r a c and B. Cr e t i n FEM T O - S T

... To validate this model, numerical simulations using COMSOL MULTIPHYSICS RF module were performed in two dimensions. Boundary conditions were used to have a plane-wave. λ was taken equal to one hundred micrometers. ...

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1 Ho u s e Al l o c a t i o nP r o b l e ma n dS e r i a l Di c t a t o r - ship

1 Ho u s e Al l o c a t i o nP r o b l e ma n dS e r i a l Di c t a t o r - ship

... weakly more preferred (according to his or her true preferences) outcome to the one under truthtelling, and at least one student in S 0 is made strictly better off under the misreporting. Is the student-proposing ...

7

On m g - C o n t i n u o u s F u n c t i o n i nM i n i m a l S t r u c t u r e

On m g - C o n t i n u o u s F u n c t i o n i nM i n i m a l S t r u c t u r e

... Example 3.3: Let X = {a, b, c}, τ = {ϕ, {a}, X}, Y = {p, q} and σ = {ϕ, {p}, Y }. Let f : (X, τ) → (Y, σ) be defined by f (a) = f (c) = q, f(b) = p. Then f is m- continuouis. But f is not ...

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O n I ncl us i o n-D r i v e n L e a r ni ng o f B a y e s i a n Ne t w o r k s ob e r t Ca s t e l or c a s t e l o @

O n I ncl us i o n-D r i v e n L e a r ni ng o f B a y e s i a n Ne t w o r k s ob e r t Ca s t e l or c a s t e l o @

... As with synthetic data, we have set MAXTRIALS to 50, but for each sample we have run the HCMC algorithm 20 times. We have used both RCARNR and RCARR neighborhoods with a value of 10 for the RCAR operation. From the set ...

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Scilab B a s i c p r a c t i c ef o r t h ec o u r s e 18505-M a t h e m a t i c a l Mo d e l l i n g

Scilab B a s i c p r a c t i c ef o r t h ec o u r s e 18505-M a t h e m a t i c a l Mo d e l l i n g

... a t r i a n g u l a r shape , always above zero and with a maximum of ...I t might a l s o be u s e f u l to try s e t t i n g x to 1 : 3 5 ...ple s ...

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S AB Rd y n am i c s t h at r e d u c e s t h e p os s i b i l i t yof ar b i t r age

S AB Rd y n am i c s t h at r e d u c e s t h e p os s i b i l i t yof ar b i t r age

... Constructing an arbitrage-free volatility surface for an equity or FX rate involves checking for calendar spread arbitrage and removing this if necessary. The non- arbitrage condition is that the Black-Scholes implied ...

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A ppr o x i ma t i o n Re s ul t sF o rq -P a r a m e t r i c B B H O pe r a t o r s

A ppr o x i ma t i o n Re s ul t sF o rq -P a r a m e t r i c B B H O pe r a t o r s

... Abstract—The paper introduces q-parametric Bleimann, Butzer and Hahn (q-BBH) operators as a rational transformation of q-Bernstein-Lupa¸s opera- tors. On their basis, a set of new results on q-BBH op- erators can ...

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THE B I R A T I O N A L G E O ME T R YO F T R O P I C A LC O MP A C T I FI C A T I O N S

THE B I R A T I O N A L G E O ME T R YO F T R O P I C A LC O MP A C T I FI C A T I O N S

... the complexity of the tropical varieties substantially: in Proposition 1.1.8 we will see that such tropical varieties can be given the structure of fans, and accordingly we call such tropical varieties em tropical fans. ...

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¨U B S C H - K R A W ON B E R G L U N D - H I T ZM I R R O R S Y ME T R Y

¨U B S C H - K R A W ON B E R G L U N D - H I T ZM I R R O R S Y ME T R Y

... The field of mirror symmetry has been a focal point in the last twenty years of in- teraction between geometry and physics. Mirror symmetry first started as a duality amongst two different (2,2) superconformal field ...

128

Widening the Nexus: From T-R to T-T-R

Widening the Nexus: From T-R to T-T-R

... ed t hat bring t hese t wo act ivit ies t oget ...develops t his approach furt her, calling for t he int egrat ion of t eaching and research st rat egies at bot h inst it ...

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RiskM e a s u r e m e n t f o r F i n a n c i a l I n s t i t u t i o n s

RiskM e a s u r e m e n t f o r F i n a n c i a l I n s t i t u t i o n s

... A theoretical requirement here is that the matrix Σ be positive semi-definite. The covariance matrix is in theory positive definite as long as the variables are truly different ie. we do not have the situation that one ...

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An i n t r o d u c t i o n t o Mo d e r nP o r t f o l i o T h e o r y : Ma r k o w i t z , C A P - M APT a n d B l a c k - L i t t e r m a n

An i n t r o d u c t i o n t o Mo d e r nP o r t f o l i o T h e o r y : Ma r k o w i t z , C A P - M APT a n d B l a c k - L i t t e r m a n

... Thus, we start with a very steep downward sloping line going through (0, r) and rotate it anti-clockwise while we have an attainable portfolio. The ‘last’ portfolio is called the Optimum Portfolio of Risky Assets ...

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EC E -5 2 0 C o n t r o l S y s t e m

EC E -5 2 0 C o n t r o l S y s t e m

... In this assignment, we will derive the recursive least squares algorithm in a somewhat general context, and then implement it in Matlab and try a few simple cases.. Although the recursiv[r] ...

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evisiting Co n s t r a i n t so f Fo u r t h - Ge n e r a t i o nQ u a r k s a n dL e p t o n s

evisiting Co n s t r a i n t so f Fo u r t h - Ge n e r a t i o nQ u a r k s a n dL e p t o n s

... with our idea of mass. And found the lower bound to be 1.3 TeV for b’ and 4 TeV for t’ (in our model, however, we discussed other models as ...predicted t’ and b’ to be ...

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