Partition function for the trifundamental coupling
Approximating the Bethe partition function
... pairwise model. The approach is useful in practice, and much more efficient than the previous method of (Weller & Jebara, 2013a), though can take a long time to run for large, densely connected problems or when ...
14
Bootstrapping the S5 partition function
... the partition function has poles at special values of the mass parameters due to the pinching mechanism of the integration contour, and taking the residues can be interpreted as RG flows to defect theories; ...
11
The stringy instanton partition function
... E-mail: [email protected], [email protected], [email protected], [email protected] Abstract: We perform an exact computation of the gauged linear sigma model asso- ciated to a D1-D5 brane system on a resolved A 1 singularity. ...
31
Quantum Barnes Function as the Partition Function of the Resolved Conifold
... harmonic function is recovered from its boundary ...holomorphic function in the bulk the unit disk and the Donaldson-Thomas theory comes closest to being a bulk theory by giving its Taylor coefficients at ...
47
Computing the Partition Function for Cliques in a Graph
... using partition functions. 1.2 The partition function of cliques Let W = (w i j ) be a set of real or complex numbers indexed by unordered pairs {i, j} where 1 ≤ i 6= j ≤ n and interpreted as a set ...
17
On the partition function for the three-dimensional Ising model
... H : Ω → R (1.1.3) associates a real energy value to each state. This function is generally referred to as the Hamilto- nian. The Hamiltonian is explicitly defined in Sections 1.1.4 and 1.2.1, for the Potts model ...
123
Phase Transitions and Zeros of the Partition Function: An introduction
... the partition function for this system, show the existence of the phase transition and calculate the corresponding critical ...a partition function to the phase transitions of the system it ...
14
The partition function zeroes of quantum critical points
... the partition function zeros of quantum critical points directly from the information contained in the numerical transfer matrix of the continuous-time Quantum Monte Carlo ...AFM coupling of the form ...
31
A recursive core for partition function form games
... In order to simplify our notation we use some abbreviations. Instead of writ- ing out the coalitional value for each coalition in each partition, we write the coalitional values for a partition as a vector. ...
18
The Shapley Value for Partition Function Form Games
... + Department of Economics, and CentER, Tilburg University. Warandelaan 2, P.O.Box 90513, 5000 LE Tilburg, The Netherlands. Abstract: Different axiomatic systems for the Shapley value can be found in the literature. For ...
13
The Consensus Value for Games in Partition Function Form
... Values for such games can be found in Myerson (1977), Bolger (1986), Feldman (1994), Potter (2000), and Pham Do and Norde (2002). All of them are in some way extensions of the Shapley value for cooperative TU games in ...
35
Preconditioning for radial basis function partition of unity methods
... basis function (RBF) methods are of interest for solving par- tial differential equations due to attractive convergence properties, flexibility with respect to geometry, and ease of ...as partition of unity ...
20
Implementation of the Recursive Core for Partition Function Form Games
... some partition P N of N such that x is feasible under the partition P N , and x(T ) ≥ V (T ) for each coalition T ⊆ ...in partition function form games the payoff to coalition T ⊆ N depends on ...
37
Partition function and base pairing probabilities of RNA heterodimers
... the partition functions for sub- sequences of the isolated A molecule, while , 1 ≤ i, j ≤ n 2 are the corresponding quan- tities for the second interaction ...the partition function Z AB - Z A Z B ...
10
Preconditioning for radial basis function partition of unity methods
... as partition of unity or stencil based RBF methods, are currently being ...RBF partition of unity method (RBF–PUM) approximates functions through a combination of local RBF ...
21
Approximating the Partition Function by Deleting and then Correcting for Model Edges
... We note that when every edge is deleted in an ed-bp network M 0 , every deleted edge becomes a zero-MI edge. Thus, in this case, ec-g reduces to ec-z, and both yield the Bethe free energy, as in Theorem 1. As we recover ...
9
Accession Games: A Dynamic Per-Member Partition Function Aapproach
... to assign this role to any other player, and so a similar solution cannot be established. 4.2. Solving games without a dominant coalition. The mono- tonicity of the union provided a natural termination state, and even ...
15
A RADIAL BASIS FUNCTION PARTITION OF UNITY METHOD FOR TRANSPORT ON THE SPHERE
... The transport phenomena dominates geophysical fluid motions on all scales making the numerical solution of the transport problem fundamentally important for the overall accuracy of any fluid solver. In this thesis, we ...
75
On sequences related to binary partition function and the Thue-Morse sequence
... 1 − X d·2 j −1 . First, we discuss the binary partition function and its relationship with the sequence u d . We then give several intermediate results and identities. Afterward, we generalize the ...
72
Non-perturbative Nekrasov partition function from string theory
... Refined ADHM instantons in string theory In this section we calculate disc diagrams relevant for making contact with the instanton sector of the gauge theory using the RNS formalism.. We[r] ...
22