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Reading Text from Images Using Java - DZone Java
10 Mar 2017 ... This quick Java app uses the Tesseract library to help turn images into text. ... code that can help you to read text from an image with your Java application ... tessdata-master folder from https://github.com/ tesseract - ocr /tessdata.

Examples Table 41 displays the various node levels for all nodes of the sample task graph (eg, in Figure 41) The value of node a s bottom level bl(a) is the length of the cp, len(cp) = 34 (see Eq (440)) All nodes ni , whose sum of tl(ni ) and bl(ni ) is 34, are critical path nodes (Lemma 47) In comparison, there are more computation critical path nodes: that is, nodes whose sum of tlw (ni ) + blw (ni ) is the length of the computation critical path lenw (cpw ) = 14 (see also Section 441) Computing Levels and Critical Path To compute node levels, the following recursive de nition of the levels is convenient For a task graph G = (V, E, w, c) and ni V, bl(ni ) = w(ni ) + tl(ni ) = max



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In this article, we will learn how to work with Tesseract OCR in Java using the ... Tesseract OCR is an optical character reading engine developed by HP ...

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7 Dec 2015 ... Tesseract is ocr engine once developed by HP. ... This makes it somewhat hard to use it from Java . ... Tess4J java API ; Language data packs.

LOG10 (loss rate)

(seconds)

(seconds)

nj succ(ni )

(seconds)

Fig. 14.8 Traf c mixing effect for two le size distributions: Pareto a 1:05 and exponential at 100 second aggregation level. (a) Both servers are Pareto, (b) one server is Pareto, the other one is exponential; and (c) both servers are exponential.

Finally, we reuse the StringBuffer, though note that this does not physically resize its internal store:





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Optical Character Recognition ( OCR ) With TESS4J - DZone Web Dev
1 Oct 2015 ... Sometimes you just need character recognition . Enter Tess4j. Here's how to implement optical character recognition for images and ...

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shows the case when both servers have exponential le size distributions. Figure 14.8(b) is the combined case, where one server has a Pareto distribution with a 1:05 and the other server has an exponential distribution. Figure 14.8 shows that the mixed case is less ``bursty'' than the pure Pareto case but more bursty than the pure exponential case. Performance indicators such as packet drop rate and retransmission rate (not shown here) exhibit a smooth linear degradation when transiting from one extreme to the other. That is, the presence of less bursty crosstraf c does not drastically smooth out the more bursty one, nor does the latter swallow up the smooth traf c entirely. Traf c mixing was applied to all combination pairs for a 1:05, 1.35, 1.65, and 1.95, keeping one server xed at a 1:05. The H-values for the three cases shown are 0.86, 0.81, and 0.54, respectively. 14.4.5 Effect of Network Topology

max {c(eij ) + bl(nj )},

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Figure 14.9 shows a variation in network topology from the base con guration (Fig. 14.1) in which the 32 clients are organized in a caterpillar graph with 4 articulation points (gateways G3 ; G4 ; G5 ; G6 ), each containing 8 clients. The traf c volume intensi es as we progress from gateway G6 to G2 due to the increased multiplexing effect. Link traf c was measured at the bottleneck link between G3 and G2, which was set at 1.544 Mb=s. All other links were set at 10 Mb=s. The Hurst parameter estimates for various values of a (not shown here) indicate that for both V T and

R/S, the degree of self-similarity measured across both topologies is almost the same. 14.4.6 Effect of the Protocol Stack

In this section, we explore the role of the protocol stack with respect to its effect on traf c self-similarity. We concentrate on the functionality of the transport layer and its modulating in uence on the characteristics of downstream traf c via its two endto-end mechanism: reliable transport and congestion control. 14.4.6.1 Unreliable Communication and Erosion of Long-Range Dependence Figure 14.10 shows the Hurst parameter estimates for a 32-client=2-server system with exponential idle time distribution and Pareto le size distributions for a 1:05, 1.35, 1.65, and 1.95. In these simulations, communication is unreliable; they use a UDP-based transport protocol, which is driven by a greedy application whose output rate, upon receiving a client request, was essentially only bounded by the local physical link bandwidth. (The ow-controlled case is described in Park et al. [20].) The H-estimates show that as source burstiness is increased, the estimated Hurst parameter of the downstream traf c decreases relative to its value in the upstream traf c. Another interesting point is the already low Hurst estimate of the upstream traf c for Pareto a 1:05. We believe this is due to a stretching-in-space effect: given an exponential idle time distribution, the extremely greedy nature of the UDP-based application encourages traf c to be maximally stretched out in space, and stretchingin-time is achieved only for very large le size requests. The concentration of its mass on a shorter time interval decreases the dependency structure at larger time scales, making the traf c less self-similar. 14.4.6.2 Stretching-in-Time In contrast to the unreliable non- ow-controlled case, reliable communication and ow control, together, act to preserve the longrange dependence of heavy-tailed le size distributions, facilitating its transfer and

(443) (444)

(a)

(b)

nameList.setLength(0); employees[id] = employee; }

Fig. 14.10 UDP run: erosion of long-range dependence through excessive buffer over ow. (a) Variance time and (b) R=S.

nj pred(ni )

ultimate realization as self-similar link traf c. Ef ciency dictates that le transmissions, including retransmission of lost packets, complete in a short amount of time. Subject to the limitations of congestion control in achieving optimally ef cient transfer [21], this has the effect of stretching out a large le or message transfer in time into an on-average, ``thin'' packet train. This also suggests why the linear on=off model may have been successful in modeling the output characteristics of a complicated nonlinear system, which real networks undoubtedly are. In some sense, the effect of the unaccounted-for nonlinearity is re ected back as a stretching-intime effect, thus conforming to the model's original suppositions. 14.4.7 Network Performance

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API to read text from Image file using OCR - Stack Overflow
I am looking out for an example code or API name from OCR (Optical character recognition ) in Java using which I can extract all text present ...

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10 Mar 2017 ... 10, 17 · Java Zone · Tutorial ... Navigate to https://github.com/tesseract- ocr / tessdata .... Topics: java ,tesseract ,image-to-text-conversion , tutorial .












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