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Now, assuming $$\\label{ck} c_{s,j,k}(t) = \\sum_{r\\in {\\cal R}_s} \\, \\lambda_{k,r}\\,\\chi_{\\beta,s,r}(t) \\,, \\qquad k \\in {\\cal Z}_j\\,,$$ where $\\chi_{\\beta,s,r}(t)=B_\\beta(2^s\\,t-r)$ with $B_\\beta$ a fractional B-spline of fractional degree $\\beta$, and collocating (\\[fracODE\\]) on the nodes $t_p$, we get the linear system $$\\label{colllinearsys} (M_j\\otimes A_s + L_j\\otimes G_s) \\,\\Lambda_{s,j} =F_j\\,,$$ where $\\Lambda_{s,j}=(\\lambda_{k,r})_{r\\in {\\cal R}_s,k\\in {\\cal Z}_j}$ is the unknown vector, $$\\begin{array}{ll} A_s= \\bigl( a_{p,r} \\bigr)_{p\\in {\\cal P}_q,r\\in {\\cal R}_s}\\,, & \\qquad a_{p,r} = D_t^\\gamma \\, \\chi_{\\beta,s,r}(t_p)\\,, \\\\ \\\\ G_s=\\bigl(g_{p,r}\\bigr)_{p \\in {\\cal P}_q,r\\in {\\cal R}_s}\\,, & \\qquad g_{p,r} = \\chi_{\\beta,s,r}(t_p)\\,, \\end{array}$$ are the collocation matrices and $$F_j=(f_{j,k}(t_p))_{k\\in{\\cal Z}_j,p \\in {\\cal P}_q}\\,,$$ is the constant term.
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[From: Engadget] Continue reading In HIRO III, Researchers See Scientific Breakthrough, We See Feel-O-Vision In HIRO III, Researchers See Scientific Breakthrough, We See Feel-O-Vision originally appeared on Switched on Wed, 30 Jun 2010 11:00:00 EST.
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If you look at CoreGraphics/CGBase.h and how some popular open source projects are providing support for arm64 it's clear that you can check for the presence of the 64bit runtime like so: #if defined(__LP64__) && __LP64__ ... #else ... #endif It's also possible to check specifically for arm64 (as opposed to just a 64bit runtime) as mentioned in this fix for erikdoe/ocmock #ifdef __arm64__ ... #else .... #endif Is there a comprehensive list, or documentation for these kinds of definitions?
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Some common kernels include: - Polynomial (homogeneous): - Polynomial (inhomogeneous): - Gaussian radial basis function: , for Sometimes parametrized using - Hyperbolic tangent: , for some (not every) and The kernel is related to the transform by the equation .
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In particular, $ R(x,t) \\geq - C$ on $ T/2 \\leq t < T$, which in the new time variable $\\tau=1/(T-t)$ implies the bound $$\\bar R(x,\\tau) \\geq - \\frac{C}{ \\tau^2}, \\qquad 2/T < \\tau < \\infty.$$ Hence $$\\bar R_k(y,\\tau) \\geq - \\frac C{(\\tau+\\tau_k)^2}, \\qquad -\\tau_k + 2/T < \\tau < +\\infty.$$ Combining the above inequalities we get $$\\label{eqn-Rk} - \\frac{C}{(\\tau+\\tau_k)^2} \\leq \\bar R_k(y,\\tau) \\leq C, \\qquad \\forall (y,\\tau) \\in {\\mathbb R}^2 \\times (-\\tau_k + 2/T, +\\infty).$$ Based on the above estimates we will now show the following convergence result.
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* * PUBLIC: int __bam_vrfy_itemorder __P((DB *, VRFY_DBINFO *, DB_THREAD_INFO *, * PUBLIC: PAGE *, db_pgno_t, uint32, int, int, uint32)); */ int __bam_vrfy_itemorder(DB * dbp, VRFY_DBINFO * vdp, DB_THREAD_INFO * ip, PAGE * h, db_pgno_t pgno, uint32 nentries, int ovflok, int hasdups, uint32 flags) { BINTERNAL * bi; BKEYDATA * bk; BOVERFLOW * bo; BTREE * bt; DBC * dbc; DBT dbta, dbtb, dup_1, dup_2, * p1, * p2, * tmp; ENV * env; VRFY_PAGEINFO * pip; db_indx_t i, * inp; int adj, cmp, freedup_1, freedup_2, isbad, ret, t_ret; int (*dupfunc)(DB*, const DBT*, const DBT *); int (*func)(DB*, const DBT*, const DBT *); void * buf1, * buf2, * tmpbuf; /* * We need to work in the ORDERCHKONLY environment where we might * not have a pip, but we also may need to work in contexts where * NUM_ENT isn't safe.
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[Table 4](#sensors-20-02641-t004){ref-type="table"} presents the characteristics of the localization methods that use 2D static cameras, real features, and artificial intelligence based algorithms.
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The results were expressed as mean ± standard deviation (SD), and the obtained data were compared using one-way ANOVA with post hoc Tukey-Kramer HSD multiple comparison calculation; *p* values of 0.05 or less were considered statistically significant \\[[@B26]\\].
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In another tissue-based molecular profiling study of sequential tumor samples from primary tumors obtained from patients with metastatic ccRCC pretreated with sunitinib versus untreated control samples, the investigators assessed for intratumoral heterogeneity as defined by morphologic and molecular (including DNA, mRNA, and protein) variance within a single tumor \\[[@ref022]\\].
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Something like this: In the Controller (Also make sure you include $state in the controller first): $scope.popitup = function(stateName, options) { var url = $state.href(stateName, options); newwindow=window.open(url,'test','height=400,width=550'); if (window.focus) {newwindow.focus()} } And in the HTML you invke the popuitup function with the state name and its parameters: <a ng-click="popitup('test', {id:test.id})" class="btn btn-primary fright" oncontextmenu="return false;">Resume</a> Also see documentation for state.href.
| 1.052841 | -0.643859 | 2.512859 | -1.318573 |
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*/ function defaultOptions(options) { options = extend({}, pa11y.defaults, options); options.ignore = options.ignore.map(ignored => ignored.toLowerCase()); if (!options.includeNotices) { options.ignore.push('notice'); } if (!options.includeWarnings) { options.ignore.push('warning'); } return options; } /** * Internal Pa11y test runner.
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introducing NSManagedObjectContext+fix.m: //Tested only for simple use-cases (no relationship tested) + (void) load { Method original = class_getInstanceMethod(self, @selector(insertObject:)); Method swizzled = class_getInstanceMethod(self, @selector(__insertObject__fix:)); method_exchangeImplementations(original, swizzled); } - (void) __insertObject__fix:(NSManagedObject*)object { if (self.parentContext && object.managedObjectContext == nil) { NSDictionary* propsByName = [object.entity propertiesByName]; NSArray* properties = [propsByName allKeys]; NSDictionary* d = [object committedValuesForKeys:properties]; [propsByName enumerateKeysAndObjectsUsingBlock:^(NSString* key, NSPropertyDescription* prop, BOOL *stop) { if ([prop isKindOfClass:[NSAttributeDescription class]]) { [object setValue:[(NSAttributeDescription*)prop defaultValue] forKey:key]; } else if ([prop isKindOfClass:[NSRelationshipDescription class]]) { [object setValue:nil forKey:key]; } }]; [self __insertObject__fix:object]; [object setValuesForKeysWithDictionary:d]; } else { [self __insertObject__fix:object]; } } This might help you keep your code a bit more sain.
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The discovery that OPG is a potent inhibitor of osteoclast activity and maturation initiated research into the possibility of using this molecule as a therapeutic agent for the treatment of a variety of conditions associated with increased bone resorption, including tumor-induced bone disease \\[[@R36]\\].
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