Flip Software Java Virtual Machine Cannot Continue
[Solved] Atmel Flip 3.4.7 "Could not find Java Virtual Machine, cannot continue"
- Thread starter Rudra5000
- Start date
- #1
Rudra5000 Asks: Atmel Flip 3.4.7 "Could not find Java Virtual Machine, cannot continue"
I am getting the error, "Could not find Java Virtual Machine, cannot continue" when I am running Atmel Flip. If anybody can help me I would be truly obliged.
- booky121carl
- Computer Science
- Replies: 0
booky121carl Asks: When can the optimal policy be a simple heuristic in reinforcement learning with the given example?
Consider the following environment: We are the diver aiming to maximize our expected return.
The fishes does not move and the environment is deterministic.
The rewards are:
capture of blue jelly fish: -10
capture of gold fish: 50
step: -10
We are allowed to take actions [up, down, left, right], some actions are not available in certain states -> we cant move out of the blue thus action left is not available if we are the leftmost side, similarly, action up is not available if we find ourselves just below the surface of the water.
Now my question: given that the structure of the rewards are fairly simple and given the initial positions of all fishes and the diver, can this be reduced to a simple heuristic and furthermore what will the expected long-term return of the optimal policy be?
My thoughts about the question, the optimal policy would be to capture the gold fish in as few steps as possible whilst taking into account that more steps might be benificial if we avoid to run through a jelly-fish.
I cant see how this is so trivial as the question states, does anyone see anything that i dont see? 
- Lerner Zhang
- Computer Science
- Replies: 0
Lerner Zhang Asks: Exemplify key differences between entity linking and entity matching?
It seems to me that entity linking and entity matching are very similar.
Entity linking is also named named entity disambiguation; while entity matching is also called record linkage or deduplication, and sometimes entity resolution. From their names, they look almost the same.
And the methods the two employ overlap very much, making it more complicated to differentiate them. Could any one please illustrate their key difference using a simple example?
- PangolinCough2020
- Physics
- Replies: 0
PangolinCough2020 Asks: Group Theory Help?:Could someone please walk me through the solution to this so I see where I got it wrong?
Could someone please walk me through the solution to this so I see where I got it wrong?
"Show that $e^{in\theta}$, with $\theta$ a constant, is a representation of the group of integers $n$ under the addition operator. If $\theta=\pi/N$, how many elements does the representation have, and in what sense is it still a representation of the infinite group of integers?"
- Theyoungphysicist
- Physics
- Replies: 0
Theyoungphysicist Asks: I might have figured out another relation between torque and power
Power = W/t
Work done = f × d
Torque = F × r
Now,
F = T/r
d = T/F
W = T/f × T/r = T^2 /fr
P = T^2/fr ÷ time/1
Reciprocal
P = T^2/fr × 1/t
P = T^2 /frt
Is this all correct?
- Jason
- Mathematics
- Replies: 0
Jason Asks: Constrained maximization problem in terms of parameter m > 0. max $x+2√(1+y)$ subject to: 2x + y = m?
Optimal solution is ((m-3)/2; 3). Question: What is the optimal solution if the budget m > 0 is not large enough and we impose, in addition, x>=0, y>=0? Answer: If the budget m > 0 is not large enough, 0<m<3, and we impose the additional non-negativity constraint on the variables, the above solution is not admissible.The optimal solution to the problem with non-negativity constraints becomes x= 0, y= m
--> I have the question and the solution provided by my math book. However, I don't really understand how to get there. Can someone answer in steps to make it clearer? We know that m>0, how much large it has to be to be large enough? Larger than 3? Why?
- Gowhar Nazir
- Mathematics
- Replies: 0
Gowhar Nazir Asks: How to prove that $f_n(x) = x/n$ is not uniformly convergent $x \in \mathbb R$
since x can take any arbitary value, the funnction always converges to 0 for any value of x, But still it is not uniformly convergent even though it seems that it is not dependent on x for its convergence. $f_n(x) = x/n$ converges to 0,$ x \in \mathbb R$
- Rohan Ganguly
- Mathematics
- Replies: 0
Rohan Ganguly Asks: Linear Programming ( I could not understand the similar solution) can some one help me with proper understanding ????
consider the problem of locating a new machine to an existing layout consisting of four machines. these machines are located at the following (x, y) coordinates: (3, 0), (0,-3), (-2, 1), and (1, 4). let the coordinates of the new machine be (x, x2). formulate the problem of finding an optimal location as a linear program if the sum of the distances from the new machine to the existing four machines is minimized. use street distance; for example, the distance from (x1, x2) to the first machine a (3, 0) is |xl-3|+|x2|." this means that the distance is not defined by the length of a line between two points, rather it is the sum of the lengths of the horizontal and vertical components of such a line. since absolute value signs cannot be included in a linear program, recall that: |x|=max {x, -x}
Source: https://solveforum.com/forums/threads/solved-atmel-flip-3-4-7-could-not-find-java-virtual-machine-cannot-continue.870988/post-871372
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