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math/a0a1b326_149615.txt | Felsic lavas can erupt at temperatures as low as 800 C (1,470 F). Unusually hot ( 950 C; 1,740 F) rhyolite lavas, however, may flow for distances of many tens of kilometres, such as in the Snake River Plain of the northwestern United States. |
math/92171_c88aec83fa6f885b_7.txt | My biggest passion outside of work and computer graphics is making music – sound design, music production, composition, arrangement, and recently DJing. I don’t use any AI for this (ok, I kind of indirectly do! I was surprised seeing Rekordbox copies tens of Tensorflow DLLs for stem separation, and many VSTs started to... |
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math/3742825_a5801def072ec91c_2219.txt | Finally, views according to which worlds do not in fact exist, are widespread in literature. Under the name of modal anti-realism, such views reject modal realism for primarily epistemological reasons although neither deny the meaningfulness of modal talk nor the accuracy of its worlds semantics. Although modal anti-re... |
math/1ebfecd3_8238.txt | Solid models with trimmed surfaces suffer from robustness issues that may lead to inconsistencies as previously discussed in Sect. 3.2.2. In order to obtain an unambiguous and watertight description of a solid model, several authors considered replacing trimmed objects by other surface representations. In particular, i... |
math/2486718_282363989c83d77c_20.txt | For a finite group \( G \), a \( G \)-crossed braided fusion category is defined as a \( G \)-graded fusion category equipped with a \( G \)-action and a \( G \)-braiding. In this work, we investigate \( G \)-crossed braiding structures within exact factorizations of fusion categories, which are analogous to the Zappa–... |
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math/9fcd80b7_3834.txt | Speaker: Eric Rowland, Hofstra UniversityTitle: The Sinkhorn limit of a matrixAbstract: Take a square matrix with positive entries. Normalize the rows so each row sum is 1. Then normalize the columns. Then normalize the rows again, and so on. This process is the subject of a 1963 paper by Richard Sinkhorn. In the limit... |
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math/284832b6_148371.txt | Stokes' theorem can be viewed as a special case of the following identity: Σ ( F d Γ ) g Σ d Σ ( F F ) g , displaystyle oint _ partial Sigma ( mathbf F , cdot , mathrm d mathbf Gamma ) , mathbf g iint _ Sigma left mathrm d mathbf Sigma cdot left( nabla time... |
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math/2486718_282363989c83d77c_207.txt | For integers that fit within $42$ bits, a competitive factoring algorithm is the so-called One Line Factoring Algorithm proposed by William B. Hart. We analyze this algorithm in special cases, in particular, for semiprimes $N = pq$, and look for optimizations. We first observe the cases in which the larger or smaller p... |
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math/42005_95342f9b0c790091_88.txt | | | | | --- | --- | | **Syllabus:** | Pre-requisite: MTH611/ 612/ 613 **Linear groups:** Topological groups; Linear groups (e.g., , and their topological properties (e.g., compactness, connectedness) **Exponential:** Exponential of a matrix, Logarithm of a matrix. **Linear Lie groups:** One parameter subgroups; Lie ... |
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math/1633704_f467e2efefddb294_76.txt | Latent Diffusion Models (LDMs) have markedly advanced the quality of image inpainting and local editing. However, the inherent latent compression often introduces pixel-level inconsistencies, such as chromatic shifts, texture mismatches, and visible seams along editing boundaries. Existing remedies, including backgroun... |
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math/72e13068_6193.txt | Partial differential equations are not the only applications of the method of eigenfunction expansions, as seen in the last section. We can apply these method to nonhomogeneous two point boundary value problems for ordinary differential equations assuming that we can solve the associated eigenvalue problem. Let’s begin... |
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math/26846_b30627e219d78a11_219.txt | | | | | | | | | | --- | --- | --- | --- | --- | --- | --- | | | | | | --- | --- | | **Supersonic Fanno Flow 4.0** (details) | Prime ENG POR 5 KB / 21 KB | | ScreenshotCalculates the following properties for adiabatic duct flow with friction (Fannow flow): stagnation, critical, inlet and outlet duct with ma... |
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math/107483_db9c0f2f4b6f960d_2756.txt | Witten was awarded by Fields medal from a construction recipe of Jones polynomial based on topological QFT assigned with braids and based on Chern-Simons action. Recently Witten has been working with an attempt to understand in terms of quantum theory the so called Khovanov polynomial associated with a much more abstra... |
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math/59738_3d4bcf313d2369cb_280.txt | The exams were graded quite harshly in my opinion (whereas the homeworks were graded very leniently which provided a false sense of accomplishment and understanding of the material). Given the low number of questions on the exam and the tendency not to award partial credit commensurate with progress made on a problem, ... |
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math/3030191_e87214fa2e64ad4e_423.txt | 184, 185, 188, 198; imprecision of, 189; optimizing, 193, 197, 200; in practice, 179, 180, 183, 184–185; probability-matching, 191–193, 195, 200; representativeness heuristic, 67–68, 69; reputational, 305–306, 309; research on, 216–217; in retirement planning, 252–253 high-frequency trading, 245–246, 324–325, 360 highl... |
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math/26846_b30627e219d78a11_94.txt | | | | | | | | | | --- | --- | --- | --- | --- | --- | --- | | | | | | --- | --- | | **Gompertz Model** (details) | Prime ENG 3 KB / 2 KB | | Fits the data {y\_1, y\_2, y\_3, … , y\_m } to the curve y = a\*b^c^x, where x = {0, 1, 2, 3, 4, … , m-1}. The program works best if the dimension (size) of the data ... |
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