Description Date and time when the plug-in type statistic was created. DisplayName Created On IsValidForForm True IsValidForRead True LogicalName createdon RequiredLevel None Type DateTime CanChangeDateTimeBehavior False DateTimeBehavior UserLocal Format DateAndTime ImeMode Inactive SourceTypeMask 0Create...
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Add anchored objects to type on a path Using the Type tool or the Type On A Path tool, click an insertion point in the text where you want the anchor for the object to appear. Add the anchored object. You can add inline or above line anchored objects or frames to the path. (SeeAnc...
MathType is the default Blackboard math editor so you don’t need to install anything to get the best user experience that will boost your productivity. Include math equations in assignments or questions for your students, they will have MathType available to resolve the math equation. Also Mat...
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With information asymmetry the contracting problem is non-trivial, but can it still be solved in polynomial time? Before we state our main results for these questions, we first discuss the related literature to position our contribution. At its core, the described lot-sizing contracting problem ...
Most papers focus on a single domain (area) and language. Deploying a large number of algorithms (for all kinds of questions and topics) would lead to a system complexity and an IT landscape that is difficult to manage. In the past, less complex, simpler solutions have been preferred to ...
"Debit card" and "Online payment services (e.g., PayPal, Google Pay, Klarna)" are the top two answers among Spanish consumers in our survey on the subject of "Most common online payments by type".The survey was conducted online among 2,026 respondents in Spain, in 2024. Looking to gai...
In order to get the solutions of problem (1.1), we are going to look for critical points of Jδ,λ with small norm. Theorem 1.1 Suppose the assumptions (m0) and (f0)–(f3) hold, then for every k∈N, there existsλk∗>0 such that problem (1.1) has at least k pairs of non...
for k,m \in \mathbb {N}_0 and p prime is positive. Theorem 2 The lower density of integers of the form p+2^{2^k}+2^q for k \in \mathbb {N}_0 and p, q prime is positive. Concerning integers not of the form p+2^{2^k}+m! we consider two different questions: The first...