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The promo code SM30LIFEKVZ also applicable to our Pure SSD OpenVZ7 VPS Packages:
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Should you have any pre-sales questions please do not hesitate to contact our Team!

[WTS] Affordable VPSget.com KVM VPS Solutions, SSD RAID-10 protected storage, EU

///VPSGet has a vision of providing best quality services with affordable prices for each customer.
////We know how to cook virtual servers!

Get your VPS from VPSGet !
High Performance Enterprise Grade VPS with DDoS protection .

=============================================
30% LIFETIME DISCOUNT ON SSD KVM VPS PACKAGES.
Use promo code: SM30LIFEKVZ
=============================================

Our servers are located at Tier III datacenter in Netherlands, Europe .
Test IP: 213.108.198.4 . Test download files : 100Mb, 1Gb

KVM VPS Features :
• Full Root Access
• VNC feature
Custom ISO available
• 10Gbit/s anti-DDoS WorldShield
• Redundant Network
• Redundant Pure SSD RAID-10 protected storage (gr8 IOPS perfomance)
• Configurable storage amount
• 2x Intel Xeon E5 processors per server node.
Virtualizer Control Panel: separate access to manage only VPS services.
• Additional discounts on quarterly, annually, or longer billing cycles.
• Monthly Full KVM VPS img backups on external storage included in all packages.
• Easy to use ClientArea: manage your account and services from one place.
• Free Managed Support. *
• 100Mbps or more connection for each VPS (multiple uplinks on each node)
• Free IPv6
• 99.9% Uptime Guarantee
• 30 days Money Back Guarantee
• Instant Setup
• No Contract
• 24×7 Standart Managed Support
Many Payments methods available:Paypal, Credit/Debit cards, 2checkout, Webmoney/Paymentwall, BankWire, Bitcoin, Coinpayments.

____________________________
KVM VPS Packages:

KVM-1
$4.50 per month | use PROMO SM30LIFEKVZ
1 CPU Core
1 GB RAM
20+ GB SSD (configurable)
100Mbps connection
30 Day Money Back Guarantee
500GB BW
10Gbit/s DDoS protected
managed support
More Info/Compare

KVM-2
$8.40 per month | use PROMO SM30LIFEKVZ
2 CPU Core
2 GB RAM
30+ GB SSD (configurable)
100Mbps dedicated connection
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additional IPv4 available
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additional IPv4 available
managed support
More Info/Compare

The promo code SM30LIFEKVZ also applicable to our Pure SSD OpenVZ7 VPS Packages:
https://vpsget.com/ssd-vps-europe.php

—————————-

Should you have any pre-sales questions please do not hesitate to contact our Team!

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Affordable VPSget.com KVM VPS Solutions, SSD RAID-10 protected storage, EU | Proxies123.com

///VPSGet has a vision of providing best quality services with affordable prices for each customer.
////We know how to cook virtual servers!

Get your VPS from VPSGet !
High Performance Enterprise Grade VPS with DDoS protection .

=============================================
30% LIFETIME DISCOUNT ON SSD KVM VPS PACKAGES.
Use promo code: SM30LIFEKVZ
=============================================

Our servers are located at Tier III datacenter in Netherlands, Europe .
Test IP: 213.108.198.4 . Test download files : 100Mb, 1Gb

KVM VPS Features :

• Full Root Access
• VNC feature
Custom ISO available
• 10Gbit/s anti-DDoS WorldShield
• Redundant Network
• Redundant Pure SSD RAID-10 protected storage (gr8 IOPS perfomance)
• Configurable storage amount
• 2x Intel Xeon E5 processors per server node.
Virtualizer Control Panel: separate access to manage only VPS services.
• Additional discounts on quarterly, annually, or longer billing cycles.
• Monthly Full KVM VPS img backups on external storage included in all packages.
• Easy to use ClientArea: manage your account and services from one place.
• Free Managed Support. *
• 100Mbps or more connection for each VPS (multiple uplinks on each node)
• Free IPv6
• 99.9% Uptime Guarantee
• 30 days Money Back Guarantee
• Instant Setup
• No Contract
• 24×7 Standart Managed Support
Many Payments methods available:Paypal, Credit/Debit cards, 2checkout, Webmoney/Paymentwall, BankWire, Bitcoin, Coinpayments.

____________________________
KVM VPS Packages:

KVM-1
$4.50 per month | use PROMO SM30LIFEKVZ
1 CPU Core
1 GB RAM
20+ GB SSD (configurable)
100Mbps connection
30 Day Money Back Guarantee
500GB BW
10Gbit/s DDoS protected
managed support
More Info/Compare

KVM-2
$8.40 per month | use PROMO SM30LIFEKVZ
2 CPU Core
2 GB RAM
30+ GB SSD (configurable)
100Mbps dedicated connection
30 Day Money Back Guarantee
1TB BW
10Gbit/s DDoS protected
additional IPv4 available
managed support
More Info/Compare

KVM-4
$15.40 per month
| use PROMO SM30LIFEKVZ
4 CPU Cores
4 GB RAM
40+ GB SSD (configurable)
100Mbps dedicated connection
30 Day Money Back Guarantee
2TB BW
10Gbit/s DDoS protected
additional IPv4 available
managed support
More Info/Compare

KVM-8
$24.50 per month | use PROMO SM30LIFEKVZ
8 CPU Cores
8 GB RAM
50+ GB SSD (configurable)
100Mbps dedicated connection
30 Day Money Back Guarantee
3TB BW
additional IPv4 available
managed support
More Info/Compare

KVM-16
$38.50 per month
| use PROMO SM30LIFEKVZ
16 CPU Cores
16 GB RAM (configurable)
60+ GB SSD (configurable)
150Mbps dedicated connection
30 Day Money Back Guarantee
4TB BW
10Gbit/s DDoS protected
additional IPv4 available
managed support
More Info/Compare

The promo code SM30LIFEKVZ also applicable to our Pure SSD OpenVZ7 VPS Packages:

—————————-

Should you have any pre-sales questions please do not hesitate to contact our Team!

mathematical optimization – NMinimize: How to avoid solutions that do not satisfy constraints within a certain tolerance?

I just started to use Mathematica a few weeks ago. Using NMinimze, I would like to avoid solutions that do not satisfy certain constraints (although they “almost” satisfy them). Do you know how to change the following command to find a solution satisfying “completely” all the constraints, solving the same minimization problem?

NMinimize({((e*(1 - Sqrt((g - e)^2 + (f - h)^2)) + (g - e)*(1 - 
      Sqrt(f^2 + e^2))) + (h*(1 - 
      Sqrt((g - e)^2 + (f - h)^2)) + (f - h)*(1 - 
      Sqrt(g^2 + h^2))))/((g + f)*
 Max(1 - Sqrt((g - e)^2 + (f - h)^2), 1 - Sqrt(g^2 + h^2))), 0 <= e <= 1, 0 <= f <= 1, e^2 + f^2 == 1, e <= g <= 1, 0 <= h <= f, Sqrt((g - e)^2 + (f - h)^2) <= 1, g^2 + h^2 <= 1}, {e, f, g, h}) 

algebraic number theory – Solutions of a Linear System from a Subfield

Is there any work related to finding a linear (homogenous) system’s solutions that are in a subfield? For example, $Amathrm{bf x} =mathrm{bf 0}$ where $A$ is a real matrix but we are looking for rational (or equivalently, integer) vectors $mathrm{bf x}$ (other than $mathrm{bf 0}$). I don’t need an explicit method or algorithm – just looking for any existence result/condition (e.g., a sufficient or necessary condition for 0 to be the unique rational solution would also be useful)

Note that this different from a similar sounding case, where $A$ is a rational matrix, in which case existence of real vector $mathrm{bf x}$ implies existence of rational vector $mathrm{bf x}$. Also note that this is different from linear homogenous diophantine systems.

combinatorics – finding the combinatorial solutions of series and parallel nodes

I have n nodes, and I want to find the (non duplicate) number of possible ways in which these nodes can be combined in series and parallel, and also enumerate all the solutions. For example, for n=3, there are 19 possible combinations.

 0 (0, 1, 2)
 1 (0, 2, 1)
 2 (1, 2, 0)
 3 (1, 0, 2)
 4 (2, 0, 1)
 5 (2, 1, 0)
 6 (0, 1, 2)
 7 (0, (1, 2))
 8 (0, (2, 1))
 9 (0, (1, 2))
10 ((1, 2), 0)
11 (1, (0, 2))
12 (1, (2, 0))
13 (1, (0, 2))
14 ((0, 2), 1)
15 (2, (0, 1))
16 (2, (1, 0))
17 (2, (0, 1))
18 ((0, 1), 2)

In the notation above, a series combination is denoted by (..) and a parallel combination is denoted by (..). Duplicates are removed, for example (0,1,2) is the same as (1,2,0) since all of them are happening in parallel so the order does not matter here.

Can you give me an algorithm for this, or if any such algorithm already exists, then point me to it?

(I tried googling for a solution, but did not hit any relevant answer, maybe I was entering the wrong keywords.)

Note: for a sequential-only solution, the answer is easy, it is n!, and the enumeration of the solutions is also easy. But when parallelism (especially non duplicates) is added to the problem, it gets very complex.

ca.classical analysis and odes – Finding solutions of the differential equation $xfrac{partial}{partial x}left(xfrac{partial y}{partial x}right)=4(y-x^{2}y+y^{3})$

In my research I have came across the following non-linear differential equation:
$$xfrac{partial}{partial x}left(xfrac{partial y}{partial x}right)=4(y-x^{2}y+y^{3})$$
I want to find the general solution of this equation, but didn’t manage to do it.
I have found some facts about the solutions by investigating the asymptotics:

  1. For $xll1$, the solutions go like $y=Cx^2$ for some constant $C$, or diverge.
  2. For $xgg1$, the solutions go like $y=x$, or go to $0$ (probably after oscillating, found by numerics).

In particular, I am interested in a one of the solutions. By looking upon the numerics, I believe that there is only one solution that goes like $y=x$ for $xgg1$, and it does not diverge at $x=0$. I didn’t mannge to prove this by now.
I am interested in finding this solution analiticly, or if impossible, just find appropriate $C$ analiticly.

Thanks!

Smart Contract Based MLM Software Development Solutions: Antier Solutions – Cryptocurrencies Corner

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counting – Polynomial time counter of solutions of 2SAT expression with pure literals

As per the title, is there any polynomial time algorithm to count the number of satisfying arguments for a 2SAT expression with pure literals? An even shallower case: Is there any such counter when the literals in the expression are either all positive, or all negative?