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python benchmarks/benchmark_generation_mamba_simple.py --model-name "state-spaces/mamba-2.8b" --prompt "My cat wrote all this CUDA code for a new language model and" --topp 0.9 --temperature 0.7 --repetition-penalty 1.2 python benchmarks/benchmark_generation_mamba_simple.py --model-name...
A finite-horizon two-person non-zero-sum differential game is considered. The dynamics of the game is linear. Each of the players has a quadratic functional on its own disposal, which should be minimized. The case where weight matrices in control costs o
In this work, a finite-horizon zero-sum linear-quadratic differential game, modeling a pursuit-evasion problem, was considered. In the game’s cost function, the cost of the control of the minimizing player (the minimizer/the pursuer) was much smaller th
Hence, comparing the Fourier coefficients on the left- and right-hand sides, we find that (1)dj=Σk=1∞ajkck, where the d j are the Fourier coefficients of y and the a jk are those of Ux k. Thus the sequence of Fourier coefficients of y = Ux is obtained from the sequence ofFour...
语言按照其数学性质来说 ,是符号的线性序列(linear sequence) ,其排列不是任意的 ,而是受 语义、逻辑、句法 ,功能等的制约 ,有… wenku.baidu.com|基于3个网页 3. 线性结构 威多森指出,这一语篇模式不仅是单纯的线性结构(linear sequence)而且是一种递进型层级结构(hierarchical arrangement… ...
Price of anarchy and price of information in N-person linear-quadratic differential games The price of anarchy (PoA) has been widely used in static games to quantify the loss of efficiency due to noncooperation. Here, we extend this concept to a... Q Zhu,T Başar - American Control Conf...
The asymptotic value of a game v with a continuum set of players, I, is defined whenever all the sequences of the Shapley values of finite games that "approximate" v have the same limit. A weighted majority game is a game of the form f μ where μ is a positive measure and fx = ...
non-quadratic cost functions, by estimating the derivatives ofu^iby means of the coefficients\betaconstructed here. On the other hand, analogous bounds onu^iin the mean-field-like setting, again by working directly on the Nash system and without making use of limit objects such as the Master ...
Let {bi }i≥0 be Chan-Games sequences of period T. Each of bi's take the element either 0 or 1on GF((q)), where (q)= (p)μ and (p) a prime, obtained by mapping each term of the m-sequence such that bi =ρ(ai). The function ρ maps nonzero elements on GF(q) to ...